Wikipedia:Requested articles/Mathematics: Difference between revisions
Content deleted Content added
| Line 1,218: | Line 1,218: | ||
*{{Req|7920 (number)}} -- see http://www.numbergossip.com/7920 -- as far as I can see, the only unique thing about this number is that it's the order of the smallest sporadic simple group |
*{{Req|7920 (number)}} -- see http://www.numbergossip.com/7920 -- as far as I can see, the only unique thing about this number is that it's the order of the smallest sporadic simple group |
||
*{{Req|Arc of descent}} <!--2007-04-21T18:41:57Z--> |
*{{Req|Arc of descent}} <!--2007-04-21T18:41:57Z--> |
||
*{{Req|Art of |
*{{Req|Art of Problem Solving}} |
||
*{{Req|Basis problem}} <!--2008-06-14T02:35:38Z--> |
*{{Req|Basis problem}} <!--2008-06-14T02:35:38Z--> |
||
*{{Req|Bounding lemma}} <!--2007-02-15T20:50:31Z--> |
*{{Req|Bounding lemma}} <!--2007-02-15T20:50:31Z--> |
||
Revision as of 02:50, 22 March 2015
| Add your request in the most appropriate place below. |
|
Before adding a request please:
|
See also: User:Mathbot/Most wanted redlinks.
- Akivis algebra -[1]
- Albert–Penico–Taft theorem -[2]
- Template:Req /Symmetric range
- Template:Req
- BC-domain - [3]
- Briançon–Skoda theorem
- Brauer–Long group
- Capelli polynomial -[4]
- Template:Req
- Centroid of a ring -[5]
- Clifford bimodule
- Coaction a concept in Yetter–Drinfeld modules, mentioned in Yetter–Drinfeld category (could this be explained in Group action or Semigroup action?)
- Conic algebra (not the algebra of conic sections)[6][7]
- Cubic Jordan algebra - [8][9]
- Template:Req (as mentioned in Cubic form)
- Template:Req -
- Template:Req -
- Dimer algebra -[10]
- Discriminant algebra -[11]
- Eichler condition -[12]
- Elastic algebra -[13]
- Elimination algebra
- Evolution algebra -[14]
- Factorizable algebra
- Template:Req -
- Fixed element
- Framing principle
- Free non-associative algebra -
- Functional dimension
- Galois approximation
- GE-ring
- Grassmann envelope
- Greenberg algebra
- Greither order -[15]
- Group valuation (not the same as Valuation group) -
- H-ring, currently a redirect
- H-structure -[16]
- Template:Req [1] -
- Hilbert characteristic function
- Hopf algebra of Feynman diagrams
- Template:Req -
- Ideal lattice -
- Isotonicity (mathematics) (Lattice theory, etc.) -
- Jordan superalgebra - currently a redirect
- κ-algebra, κ-structure
- Template:Req
- Kronecker function ring
- Larson order -[15]
- Levi's reduction process [2]
- Martindale's theorem -[17]
- Mixed discriminant
- Template:Req [3]
- Morita context -
- Template:Req
- Mutation algebra
- Nagata–Higman theorem -[18]
- Oort embedding theorem
- Penico series -[19]
- Template:Req -
- Para-Hurwitz algebra
- Polynomial composition -[20]
- Template:Req
- Template:Req -
- Principle of specialization of integral dependence
- Quadratic ideal -[21]
- Quasiassociative algebra
- Template:Req
- Pseudo-octonion algebra
- Template:Req – needed to link to from WP, a widely used term, a generalization of but distinct from orthonormal basis in that it allows an indefinite nondegenerate bilinear form.
- R-algebra (currently a redirect to Algebra (ring theory)) in the sense of [22]
- RC-algebra -[23]
- Regular basis
- Template:Req (interpolation property in an ordered abelian group, mentioned in approximately finite dimensional C*-algebra; weakly unperforated, a related property with ordered abelian semigroups, is listed below)-
- Ring of divided congruences
- Template:Req (math structure in which div and mul are same operation, should have nice de Moivre complex exponential change in div mul phase?!)
- RL–condition for Hopf algebra -[24]
- Samuel's conjecture
- Sikorski extension theorem - [25][26]
- Singularity category
- Template:Req
- Skolem ring -[27]
- Structurable algebra -[28][29]
- Swan module -[30]
- Syntactic algebra, Syntactic ideal -[31]
- Tate–Oort algebra -[15]
- Template:Req (isosceles triangles)
- Tropical algebra
- Vacuum module
- Template:Req
- Template:Req (maybe redirect?)
- Template:Req
- Template:Req
- Template:Req
- Z.P.I. ring -[32]
- adic space -[33]
- ALE surface
- algebraic variety of general type (maybe redirect?)
- Template:Req -
- Template:Req -
- Chow quotient
- Chow regularity theorem
- Conical curve (note that this is not the same as conic section)
- Convergent cohomology, convergent topos
- Coregular space -[8]
- Deligne pairing
- Drinfeld compactification
- Equisingular connection
- Template:Req -
- Fewnomial -[34]
- Feynman motive -[35]
- Formal quantization
- Futaki invariant
- Gabber rigidity theorem
- Template:Req -
- Gersten's conjecture -[36]
- Gudkov's conjecture
- Harder–Narasimhan filtration
- Hodge stack
- Hom-stack
- Impose independent conditions
- Incidence variety
- Iwahori's theorem
- Kodaira lemma
- Kontsevich moduli stack
- Kuga–Satake abelian variety
- Template:Req -
- Landau variety -[35]
- Logarithmic differential operator
- Luna–Vust theory -[37]
- MacPherson’s local Euler obstruction
- Template:Req
- Mori’s bend and break argument (cf. [4])
- Mumford relations
- Noether–Lefschetz number
- Noether’s factorization theorem
- Template:Req
- Orbifold cohomology
- Parabolic Higgs bundle
- Perfect obstruction theory
- Positroid variety -[38]
- Postulation (algebraic geometry)
- Procesi bundle
- Template:Req -
- Quantum Schubert calculus
- Quasiparabolic bundle, Quasiparabolic homomorphism
- Radiciel morphism
- Template:Req -
- Relative quantization
- Semiabelian variety (currently a redirect)
- Serre's intersection formula [5] (redirect is ok)
- Serre's invariant
- Shatz stratification
- Template:Req -
- Skoda's theorem on ideal generation (perhaps a redirect)
- Sommese vanishing theorem
- Speciality function -
- Strominger–Yau–Zaslow conjecture
- Triangle midsegment theorem
- Template:Req (paper 2008 Simon Jackson commutative representation of Quantum Mechanics?) - also listed under "Differential geometry and topology" and under "Geometry".
- Weak factorization conjecture
- Welschinger invariant -[39][40]
Wolf and Pate correlation (capillary tubes)
L-PLS (extends Partial Least Squares regression to 3 connected data blocks)
OPLS (Orthogonal projections to latent structures)
OPLS-DA (Orthogonal Projections to Latent Structures - Discriminant Analysis) (Partial Least Squares with discrete variables)
- Template:Req (actuarial mathematics)
- Template:Req - somatic evolution in cancer
- Template:Req
- Template:Req
- Template:Req
- Mathematical genomics -
- Template:Req (population genetics)
- Rational mechanics - (currently redirects to Classical mechanics which does not mention the phrase)
- Template:Req - higher-dimensional algebra
- Template:Req
- Automorphic vector bundle - the notion due to Milne?
- Capacity pairing
- Dieudonné–Manin classification
- Discriminant of an elliptic curve
- Endomotive - [41]
- Finiteness theorem of Faltings
- Frobenius flow -[42]
- Template:Req
- Template:Req
- Horizontal divisor
- Shimura–Shintani–Waldspurger correspondence
- Skolem–Abouzaid theorem -[43]
- Template:Req
- Template:Req
- Coamoeba -[44]
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Cylinder functor
- Doctrine (category theory) (cf. http://ncatlab.org/nlab/show/doctrine)
- Template:Req s - higher dimensional algebra
- Template:Req (Opposite functor)
- Template:Req
- Template:Req (to be contrasted with initial algebra and linked with anamorphism as initial algebra is linked from catamorphism)
- Template:Req
- Template:Req - mentioned at John R. Isbell, discussed at nLab
- Template:Req
- Template:Req -
- Template:Req -
- Linear functor
- Template:Req - Łukasiewicz-Moisil logic algebra
- Loop category
- Łukasiewicz–Moisil algebraic logic - LM-algebra
- Mal'cev category -
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Protomodular category -
- Template:Req
- Template:Req see, e.g., [6]
- Template:Req
- Template:Req (with redirect from Semiabelian category)
- Template:Req - higher dimensional algebra
- Waldhausen localization
- Template:Req / Yoneda Ext / Yoneda Ext-algebra / Yoneda Ext algebra (cf. Ext-algebra)
- Bilinear generating function
- Christoffel word
- Dittert conjecture -
- Entropic discriminant -[46]
- Gowers' dichotomy
- Greedoid language -[47]
- List of q-analogs
- MacMahon squares
- Magnetic tower of Hanoi [7] ; [8]
- Template:Req -[48]
- Positroid -[49]
- Ray-Chaudhuri–Wilson theorem about set intersections
- Rudin's conjecture -
- Semimodular function
- Terminal series
- Tits cone
- Toeplitz word
- Artin's theorem on the solutions of analytic equations
- Bernstein–Walsh lemma
- Template:Req (currently redirects to Boettcher equation, the correct spelling of the name is Böttcher)
- Equilibrium measure -
- Fabry's gap theorem -
- Fatou coordinate
- Template:Req
- Fuchsian uniformisation -[50]
- Template:Req
- Template:Req
- Koebe function currently a redirect
- Kuranishi space
- (Louis) Brands Formula
- Template:Req
- Natural coordinate system
- Template:Req
- Polysign numbers
- Proper mapping theorem
- Recursive filter (IIR) float accuracy problem
- Schlicht function currently a redirect
- Schottky uniformisation -[51]
- Template:Req as corresponding to Z transforms as used in control engineering
- Template:Req
- Template:Req / Conjugate gradient with barriers (how does the barrier effects the conjugate gradient solution) -
- Template:Req (see, e.g., [9]) -
- Template:Req (see same reference as for POCS)
- Template:Req - [10] [11]
- Template:Req -
- Template:Req -
- Template:Req -
- Template:Req mentioned here
- Template:Req (see, e.g., [12] (pdf)) -
- Template:Req -
- Template:Req -
- Template:Req
- Template:Req - see paper and glossary (further docs available in 'broadband bundle')
- Template:Req
- Template:Req [13]
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Green current -[53]
- Template:Req
- Majda's model
- Template:Req
- Template:Req
- quantum differential equation
- Template:Req, a technique for solving boundary value problems, e.g., [14]
- Template:Req
- Template:Req
- Universal limit theorem -
- Template:Req -
- Template:Req -
- Template:Req
- Casson–Donaldson invariant
- clean intersection
- Template:Req -
- Formality conjecture
- geometric Satake correspondence
- Gromov's precompactness theorem
- Bounded geometry (in the sense of Gromov)
- Template:Req -
- Groenewold–van Hove's no go theorem (maybe redirect)
- Template:Req -
- Hamilton's tensor maximum principle -
- Heat equation proof of the Atiyah–Singer index theorem
- Template:Req
- Lacunary principle
- Template:Req -
- Template:Req -
- Template:Req
- Metric measure space
- Mukai vector
- Multijet (mathematics)
- Template:Req -
- Newstead–Ramanan conjecture
- Template:Req -
- Template:Req -
- Pfaffian line bundle
- Template:Req -
- Template:Req and Template:Req (with redirects from Hadamard's partie finie, *Hadamard's finite part) -
- Pseudospherical surface now redirects to pseudosphere but there are many more psuedo spherical surfaces (of which 2 types are smooth ones) see https://en.wikipedia.org/wiki/Talk:Pseudosphere#Pseudospherical_surface_redirects_wrongly_to_this_page
- Quantum knot
- quantum tangle
- Template:Req -
- Reshetikhin–Turaev tangle calculus
- Template:Req -
- Template:Req -
- Template:Req (see, for example, [15]) -
- Tits metric
- Template:Req
- Template:Req
- Template:Req (paper 2008 Simon Jackson commutative representation of Quantum Mechanics?) - also listed under "Algebraic geometry" and under "Geometry".
- Weyl's theorem on invariants (cf. [16])
- Template:Req -
- Template:Req -
- Template:Req -
- Denef–Loeser zeta function or topological zeta function
- Template:Req -
- Earthquake flow -[54]
- Fractal string -[55]
- Template:Req (reference to Casimir effect through Evgeny Lifshitz?)
- Markov compactum -[56]
- Markov odometer -[57]
- Nilflow, e.g., as studied by Bill Parry (mathematician)
- Period-doubling monoid - currently redirects to De Rham curve#Properties
- Pseudo-torus -[58]
- Topological pressure -[59]
- Template:Req (ergodic theorems for actions; see [17]) -
- Template:Req (see, e.g., [18])
1+1(Elementary arithmetic)(ja:1+1)
- Template:Req -
- Template:Req -
- Template:Req (classification of essentially normal operators by their essential spectrum and Fredholm index; introduces also a K-homology, a homology theory on topological spaces defined using C*-extensions.)
- Cayley–Neumann transformation -[60]
- Template:Req (stating that a *-homomorphism, from a C*-algebra into a quotient has a completely positive lift if the *-homomorhism is nuclear, in particular when the C*-algebra is nuclear.)
- Template:Req (abstract characterization of operator systems, plays the same role as the GNS theorem for C*-algebras.)
- Template:Req -
- Template:Req
- Template:Req -
- Template:Req -
- Template:Req -
- Template:Req -[61]
- Template:Req -
- Template:Req -
- Template:Req -
- Kac–Takesaki operator
- Template:Req - (Template:Req)
- Template:Req [19] -
- Template:Req -
- Template:Req -
- Potapov–Ginzburg transformation -[60]
- Template:Req -
- Template:Req -
- Template:Req -
- Template:Req - (see, e.g., [20] and [21])
- Template:Req -
- Template:Req (or *Template:Req) -
- Template:Req -
- Template:Req
- Template:Req -
- Template:Req (stating that if the image a representation of a concrete C*-algebra does not contain any compact operators, then, up to unitary equivalence modulo the compacts, it is absorbed by the identity representation as a direct summand.)
- Baer–Krull correspondence
- Brauer field -[62][63]
- Brauer–Witt theorem
- Dedekind field -[64]
- Frobenius field -[65]
- Joubert's theorem -[66]
- Kaplansky field - [63]
- Kronecker conjugacy, Kronecker class -[67]
- Locality (field)
- Pasch field
- Pólya field -[68]
- Pre-Hilbert field -[69]
- Quadratic form scheme -[70]
- Ramification pairing
- Template:Req
Galois theory
- Automorphic Galois representation
- Class invariant homomorphism (due to Waterhouse)
- Tate–Nakayama duality
- Template:Req (by Sandler)
- Template:Req (MSA)
- Template:Req (a "lesser" state of Common knowledge (logic) A is a Mutual Knowledge of agents C if all C knows A)
- Template:Req I can't believe it's missing, trying to learn it from 2 different textbooks and it's not on WP. Please add it dears.
- Template:Req, a rectangle used to evaluate the trigonometric functions of 75 and 15 degrees using values from a 45-45-90 and 30-60-90 triangle. Web searches turn up several articles but I have not found any reference in Wikipedia. Ailles Rectangle could also be added in an existing article on geometry or trigonometry. See a one page introduction, which credits Doug Ailles and cites an original source, here: [22]. A discussion and solution is shown here: [23].
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req 00:31, 17 March 2011 (UTC)
- Cut-and-project -
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Geometric figures or List of common geometric figures. As it is, I can't find the names of some simple figures. I shouldn't have to go searching and searching in "polygons" and "curvilinear figures" and "three-dimensional figures." A simple list or table with illustrations and either short descriptions or wikipedia links would be fine. I'm not looking for some complicated technically correct dense mathematical discussion, just a way to find out the basics.
- Geometric triality, briefly mentioned at triality but a different concept
- Haruki's lemma
- Template:Req, a model of hyperbolic geometry that nicely interfaces with the other (allready having there own article) models of hyperbolic geometry (or maybe make a page "Models of hyperbolic geometry" the model in itself is hardly ever used see also http://en.wikipedia.org/wiki/Talk:Hyperboloid_model )
- Template:Req
- Mixed geometry
- Model set (cf Harmonious set)
- Template:Req, apparently invented by Jack Cole (scientist) – also listing at Requested articles/Applied arts and sciences/Computer science
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Petersen–Schoute theorem -[71]
- Quasilattice
- Template:Req As used in e.g http://arxiv.org/abs/1002.2623, Kardar's statistical mechanics
- Template:Req From http://mathworld.wolfram.com/PursersTheorem.html but I don't understand how one chooses those signs. So a bit clearer statement is needed.
- Template:Req
- Spiral similarity -[72]
- Template:Req http://mathworld.wolfram.com/StevanovicCircle.html
- Template:Req
- Template:Req
- Template:Req (see [24], should probably be a redirect)
- Template:Req (paper 2008 Simon Jackson commutative representation of Quantum Mechanics?) - also listed under "Algebraic geometry" and under "Differential geometry and topology".
- Template:Req (fractal geometry)
- Template:Req, an extremely useful result in euclidean geometry, simplifying many problems.
- Template:Req, explained in http://www.cut-the-knot.org/Curriculum/Geometry/Quadri.shtml
- Confusion graph[73], also Confusability graph[74]
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req (extension to Petri net)
- Template:Req
- Template:Req
- Template:Req also known as cospectral graph
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Plabic graph -[75]
- Template:Req
- Template:Req
- Template:Req
- Toppling ideal -[76]
- Template:Req / Tree metric
- Topological Tutte polynomial - [77]
- Template:Req
- Template:Req
- Template:Req
- congruence subgroup property
- Template:Req
- Template:Req
- Melnikov group -[78]
- Template:Req
- Reidemeister–Schreier rewriting process
- Template:Req
- Schreier basis, Schreier system -[79]
- Template:Req (should be in Geometry of field planes)
- Template:Req
- Higher-order Fourier analysis -[80]
- Kunze–Stein operator
- Nilsequence -[81]
- Parahoric Hecke algebra
- Polynomial phase -[81]
History of mathematics and other cultural aspects
- Template:Req - [25] gives the basic numbering - but how do you do multiplication, division etc? —
- Template:Req
- Template:Req —
- Template:Req —
- Template:Req
- Template:Req [26] —
- Template:Req , usually referred to in 19th century —
History of mathematics Journals
- Gaṇita Bhāratī
- Journal of the British Society for the History of Mathematics
- see 1
- Revista Brasileira de História da Matemática
- Action cocycle -
- Amitsur complex -
- Dwyer–Kan localization
- Representation dimension
- Template:Req
- Sweedler cocycle -
- Template:Req
- Arithmetic K-theory
- cyclotomic trace
- Dirac morphism
- Template:Req of Higson and Connes, e.g., Equivariant E-theory for C*-algebras
- Geometric K-theory
- Template:Req
- Levine's localisation theorem
- Localization algebra
- Template:Req
- p-adic K-theory
- Quillen’s localization theorem
- Suslin’s rigidity theorem
- (equivariant) Tamagawa number conjecture (currently a redirect)
- Template:Req
- Template:Req
- Belavin–Drinfeld classification
- Borel density theorem
- Template:Req [27] (maybe redirect?) -
- Cartan–Iwahori decomposition
- Casimir connection
- Template:Req
- Deligne groupoid
- Dynkin’s π-system
- Formality theorem
- Kac diagram
- Template:Req
- Template:Req -
- Kostant section
- Kostant–Weierstrass slice
- Lacing number
- Lie colour algebra -[82]
- Motivic Lie algebra
- Olshanskii semigroup
- p-adic Lie group (currently a redirect, gets half a sentence) -
- Polar representation [28]
- Template:Req -
- Racah-Wigner algebra -
- Racah's multiplicity formula -
- Slodowy slice
- θ-group
- Uhlenbeck space
- Wakimoto module
- z-extension
- Template:Req [29]
- Template:Req [30]
- Template:Req -
- Horn's conjecture (on Hermitian matrices proved by Tao) -
- Template:Req -
- Template:Req -
- Levitzki's theorem (not the same as Levitzky's theorem or Amitsur–Levitzki theorem or Hopkins–Levitzki theorem) -[83]
- Template:Req -
- Template:Req -
- Template:Req -
- Nazarova–Roiter algorithm -
- Template:Req -
- Template:Req -
- Template:Req - [31]
- Template:Req - [32] doi:10.1016/j.jcp.2014.06.010
- Beilinson–Bernstein localization
- Bernstein–Walsh theorem -
- Cauchy's estimate (currently redirected to *Taylor's theorem)
- Template:Req
- Template:Req
- Template:Req (in the sense, for example, a Stein manifold admits an plurisubharmonic exhaustion function) -
- Friedrichs' lemma
- Lagrangian distribution
- Template:Req
- Strong–Riesz mean
- Template:Req [33]
- Walsh–Lebesgue theorem -
- Whittaker–Watson formula
- Division by infinity: Indeterminate form, Cantor's Theorem, Well-defined
- Template:Req - Theory of didactical situations - Ubiratan D'Ambrósio - Jeremy Kilpatrick - ICMI Awards - **Template:Req - Didactic engineering - Raymond Duval
- Template:Req
- Template:Req
Mathematical logic
 | Requests for articles about mathematical logic are on a separate page, and should be added there. |
- Template:Req, Holomorphic anomaly -[84]
- Template:Req -[85]
- Template:Req
- Template:Req
- Chiral integral
- Template:Req
- Sugawara construction
- STU model
- Uhlenbeck's weak compactness theorem
- Arnold web [34]
Prior to creating an article, any biographical details can be added to: Wikipedia:WikiProject Mathematics/missing mathematicians.
A–G
- Template:Req , Professor Doctor, Mathematician-Physicist, creator of Abiyev's balanced squares and cubes, and an algorithm for Magic Squares and Magic Cubes Official Website Algorithm for Magic Squares
- Template:Req
- Template:Req
- Template:Req
- Ismat Beg home page
- Adi Ben-Israel
- Template:Req
- Mitya Boyarchenko
- Yann Brenier
- David Burns (mathematician) (the mathematician)
- Buttimore, Nigel Maths-physicists, Professor Emeritus, Fellow Emeritus, Trinity College, University of Dublin, Departmental Homepage
- Gulbank Don Chakerian (USA)
- Seok-jeong Choi (1646-1715) Korean aristocrat and author of Gu-Su-Ryak
- Laurent Clozel
- Charles Cobb (mathematician) (article is presumably about a different Charles Cobb)
- Richard W. Cottle American mathematician at Stanford University.
- Louis Crane
- Eric Dollard
- John Duncan (mathematician) (the mathematician)
- Nathan Dunfield
- Bas Edixhoven - See fr:Bas Edixhoven, de:Bas Edixhoven
- William N. Everitt – William Everitt – mathematician
- Dmitrii Konstantinovich Faddeev - MacTutor page
- Jonathan David Farley
- Giovanni Felder
- Zuming Feng
- Aleksei Fyodorovich Filippov
- Achim Flammenkamp home page
- J. Franel (France – 19th century–20th century)
- Dmitry Fuks/Dmitry Fuchs
- Carl August Adolph Gauss – grandson of Carl Friedrich Gauss (1849–1927)
- Sergei Gelfand
- James F. Glazebrook
- Rajaram Goundar
- Janusz Grabowski
- Georges Gras
- Benjamin Greenleaf (1786-1864) -[86]
- Otto Grün - [87]
H–N
- Hashiguchi, Kosaburo
- Haynes, Martha Euphemia Lofton
- Heintze, Ernst
- Hida, Haruzo
- Hildebrandt, Theophil Henry (T. H.)
- Hirsch, Warren author of the Hirsch conjecture, [NYU obituary]
- Helmut Hofer, a founder of symplectic topology, IAS announcement – he's not this same-named Helmut Hofer
- Hofmann, Steven (or Steven Hoffman?)
- Jaffard, Paul
- Jannsen, Uwe
- Jarvis, Frazer
- Katsevich, Gene
- Kaull, Donald
- Kelley, Kyle
- Khovanski, Askold G.
- Kim, Myung-hwan
- Kings, Guido
- Muhammad ibn Muhammad al-Fullani al-Kishnawi
- Knoer, Alvin
- Knus, Max-Albert (algebraist)
- Kohn, Robert V. (see de:Robert V. Kohn)
- Kominers, Scott Duke
- Kreyszig, Herbert
- Langberg, Valerie
- Lansey, Jonathan
- Legnani, Tom
- Linderholm, Carl
- Liu, Qing (the mathematician)
- Lockhart, Paul (mathematical educator)
- Luca, Florian web page at UNAM
- Mandel, Stefan Romanian, ran a "lotto syndicate" that bought out the Virginia lottery in the 90s
- Mircea M. Marinescu - physicist
- Template:Req (a group at Cambridge University)
- Matsumura, Hideyuki
- Michal, Aristotle
- Monod, Nicolas President of the Swiss Mathematical Society and director of the Bernoulli Center at EPFL. Fellow of the American Mathematical Society. Mathematician known for work on bounded cohomology, ergodic theory, geometry (CAT(0) spaces), locally compact groups and amenability.
- Murphy, Timothy G. Mathemitican working in the area of Group Representations, Professor Emeritus, Trinity College, University of Dublin Departmental webpage
- Nicoara, Andreea C.
- Norden, Aleksandr Petrovich
- André Neves, Portuguese geometer
O–Z
- Olver, Peter J.
- Pang, Jong-Shi – Prize-winning American mathematician at University of Illinois.
- Papin, Isaac q.v. fr:Isaac Papin
- Pillay, Anand - Professor of Mathematics at the University of Notre Dame. See o-minimality.
- Pimenov, Revolt Ivanovich
- E. G. Poznyak (also E. G. Pozniak) – Soviet mathematician, he wrote many articles on the Soviet Encyclopedia of Mathematics. http://ru.wikipedia.org/wiki/Позняк,_Эдуард_Генрихович
- Prabhakar, Tilak Raj
- Puppe, Dieter
- Quadling, Douglas
- Rickert, John
- Ross, Sheldon
- Saito, Shuji
- Sato, Kanemoto
- Schedler, Travis
- Sendova, Eugenia
- Shult, Ernest
- Skinner, Christopher (Princeton University)
- Samson Shatashvili Professor of Maths-Physics, working in the areas of String Theory, Quantum Field Theory and Topological Quantum Field Theory, University Chair of Natural Philosophy, Trinity College, University of Dublin, wikipedia article in German, University Academic Profile
- Template:Req (Russian, Ph.D. 1930 University of Wisconsin, ended career teaching at U.C.L.A)
- Template:Req (he of Spence's function, Scottish mathematician 1777–1815 [35], disambiguation from other WS's needed)
- Stein, Sherman K.
- Stone, Lawrence D.- Receipient of the 1975 Frederick W. Lanchester Prize (INFORMS)
- Template:Req
- Szamuely, Tamás
- Tamagawa, Akio
- Garret N. Vanderplaats – active in optimization, winner of Wright Brothers Medal
- Venjakob, Otmar
- Verma, Sudarshan
- Vieille, Nicholas - Receipient of the 2003 Frederick W. Lanchester Prize (INFORMS)
- Vilonen, Kari
- Template:Req – Vasiliy Vladimirov – mathematician
- Wheeler, Mary F.
- Willis, George (see Totally disconnected group)
- Eduard Wirsing
- Template:Req
- Yetter, David N. (see HOMFLY_polynomial)
- Template:Req
- Template:Req
- Zilber, Boris - Professor of Mathematics (Model Theory) at the University of Oxford
- Ana Cannas da Silva, Portuguese geometer
- Template:Req - for the eigenvalues of a non-symmetric real matrix
- Template:Req in describing the columns or rows of a matrix
- Contraction equivalence -[88]
- Template:Req -
- Mixed discriminant -[89]
- Term rank -[90]
- Template:Req in random matrix theory.
Recreational number theory
Elementary number theory
- Bi-unitary divisor -
- Highly powerful number
- Template:Req - Payam Number MathWorld, A co-ordinated search for primes in the Payam number series
- Prime-generating polynomial — currently redirects to Formula for primes#Prime formulas and polynomial functions
Algebraic number theory
- Template:Req -
- Bayer–Neukirch theorem -
- Template:Req -
- Template:Req -
- Capitulation kernel
- Chinburg invariant
- Coleman power series -
- Template:Req -
- Template:Req -
- Template:Req
- Hopf order
- Kato–Swan conductor
- Knot group (number theory) - (not the topological Knot group)[93]
- Kronecker equivalence -[94]
- Leopoldt's Spiegelungssatz (*Leopoldt reflection theorem) -
- Liardet's theorem -
- Masley's theorem
- Microprime -
- Neukirch–Uchida–Pop theorem -
- Noether conductor
- Template:Req -
- Template:Req -
- Pólya field -
- Richaud–Degert field -[95]
- Sen's theorem -
- Template:Req -
- Tame kernel, Wild kernel (also called Hilbert kernel)
- Tautological class field theory
- Template:Req (this was used to prove Catalan's conjecture)
Analytic number theory
- Behrend sequence -
- Template:Req -
- Template:Req -
- Template:Req -
- Template:Req currently redirects to Beurling Zeta Function, but merits its own entry. (Helpful M. R. Watkins bibliography
- Erdős–Wintner theorem -
- Exponent pair -
- Gorshkov–Wirsing polynomial -
- Halász–Montgomery inequality -
- Heilbronn set -
- Intersective set -
- Template:Req -
- Template:Req
- Newman's conjecture -
- Romanoff's theorem -[96][97]
- van der Corput process -
- van der Corput set -
- Vinogradov's hypothesis -
- Template:Req (with redirect from *absorbing boundary conditions and mentioning *perfectly matched layer) -
- Template:Req (introduced by H. Akima, "A New Method of Interpolation and Smooth Curve Fitting Based on Local Procedures", Journal of the ACM, vol. 17, no. 4, pp589–602, 1970) -
- Template:Req e.g. [36]
- Essentially non-oscillatory (ENO) -
- Template:Req -
- Template:Req See [37]
- Template:Req for solving for roots. e.g. [38]
- Lentz's algorithm (for the evaluation of continued fractions) -
- Non-uniform sampling -
- Orthomin(1) algorithm (for approximating Ax = b) -
- Template:Req -
- Template:Req (linking from Total Variation and including algorithms for regularising discrete functions (data) using total variations) -
- Template:Req -
- Wexler's algorithm - (referenced in the alt-text of xkcd.com/69)
- Template:Req (of linear multistep methods) -
- Adjoint functor theorem (order theory) -
- Template:Req -
- Galois insertion
- Template:Req -
- Template:Req -
- Irreducible element (order theory) -
- Join-dense set -
- Template:Req -
- Template:Req -
- Mathematical relaxation (order theory) -
- Meet-dense set -
- Powerdomain (order theory) -
- Prime element (order theory) -
- Suzumura consistency -[98]
- European Consortium for Mathematics in Industry - ECMI
- European Society for Mathematical and Theoretical Biology - ESMTB
- International Association of Applied Mathematics and Mechanics
- Mathematical Society of South Eastern Europe - MASSEE
- Albanian Mathematical Society
- Belarusian Mathematical Society
- Belgian Mathematical Society
- Belgian Statistical Society
- Bosnian Mathematical Society
- Union of Bulgarian Mathematicians
- Croatian Mathematical Society
- Czech Mathematical Society
- Estonian Mathematical Society
- Finnish Mathematical Society
- Georgian Mathematical Union
- Icelandic Mathematical Society
- Indonesian Mathematical Society
- Iranian Mathematical Society
- Israel Mathematical Society
- Italian Association of Mathematics Applied to Economic and Social Sciences
- Società Italiana di Matematica Applicata e Industriale
- Korean Mathematical Society
- Kosovar Mathematical Society
- Lithuanian Mathematical Society
- Macedonian Society Association Mathematics/Computer Science
- Malta Mathematical Society
- Mexican Mathematical Society (Sociedad Matemática Mexicana)
- Romanian Mathematical Society
- Romanian Society of Mathematicians
- Ural Mathematical Society
- Vietnam Mathematical Society
- Voronezh Mathematical Society
- Union of Slovak Mathematicians and Physicists - JSMF
- Real Sociedad Matemática Española (Royal Spanish Math. Society)
- Sociedad Española de Matemática Aplicada (Spanish Soc. of Appl. Math.)
- Societat Catalana de Matemàtiques (Catalanian Society of Mathematics)
- Spanish Society of Statistics and Operations Research
- Svenska Matematikersamfundet (Swedish Mathematical Society)
- Swedish Statistical Society
- Ukrainian Mathematical Society
- Template:Req
- Template:Req
- Template:Req
- Cameron–Martin development
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Cramér–Lundberg approximation
- Template:Req
- Doob's upcrossing inequality
- Feinstein's fundamental lemma
- Feldman–Hajek theorem
- Hawkes process
- Heavy-traffic diffusion approximations to queueing systems
- Kantorovich–Rubinstein theorem
- Template:Req
- Template:Req
- Template:Req
- Noncommutative probability theory, maybe even merged with free probability: quantum stochastic processes, quantum stochastics calculus, etc. One might see Noncommutative geometry for a general idea.
- Template:Req
- Template:Req
- Template:Req
- Stein's two-sample procedure
- Stress–strength model
- Template:Req and their relation to combinatorics/graph theory, number theory, etc. -
- Template:Req
- Verdu–Han lemma
- Wrapped Laplace distribution which is described in the same paper as the wrapped exponential
- Bi-Pareto distribution -
- Correct value as opposed to final value. this is seen when talking about true mean AND mean in statistics. But there is no article explaining this difference.
- Hake's theorem (see *Henstock–Kurzweil integral) -
- Leibniz transmutation method -
- n-dimensional singularity -
- Template:Req -
- Template:Req -
- Sierpinski–Erdős duality theorem -
- Statistical convergence -
- Template:Req -
no requests
Representation theory (incl. harmonic analysis)
- Bahadur–Ghosh–Kiefer representation
- Endoscopic classification
- Gelfand's lemma
- General position character
- Geometric representation theory
- Howe conjecture
- Ind-sheaf
- Littelmann character formula
- Lusztig's conjecture on irreducible characters [39]
- Template:Req
- Shintani correspondence, Shintani norm
- Steinberg tensor product theorem
- Template:Req
- Template:Req (i.e. 0F1; currently redirects to generalized hypergeometric function, or pFq)
- Gram–Charlier polynomials (currently redirects to Edgeworth series, which does not tell what a Gram–Charlier polynomial is)
- Template:Req (or HPL's, appear e.g. in the expansion of hypergeometric functions when computing multi-loop Feynman diagrams. See e.g. [40])
- Hyperlogarithm -[99]
- Template:Req (currently redirects to polylogarithm; see also [41] §18)
- Template:Req (for the subject matter see e.g. [42] §19)
- Polylogarithm factorial
- Allan Factor - see http://www.sciencedirect.com/science/article/pii/S0378437112009806
- Anderson–Bahadur algorithm see Raghu Raj Bahadur
- Ansari–Bradley test -
- Template:Req - see e.g. eq 22 in http://jpet.aspetjournals.org/content/283/1/46.long
- Template:Req -
- Template:Req -
- Burg's method -used in Matlabs arburg() for estimating AR process coeffs.
- Template:Req -
- Template:Req - A method for evaluating diagnostic test in absence of gold standard test. See http://www.teachepi.org/documents/courses/tbdiagrx/day2/Dendukuri%20Diagnostic%20Tests%20in%20the%20Absence%20of%20a%20Gold%20Standard.pdf
- Template:Req -
- Template:Req -
- Template:Req
- Template:Req -
- Duncan–Waller k-ratio t-test -
- Dunn–Šidák bound -
- Template:Req -
- Template:Req -
- Template:Req -
- Template:Req
- Template:Req - a check for convergence in MCMC
- Template:Req
- Template:Req -
- Template:Req -
- Template:Req -
- Template:Req -
- Graybill–Deal estimator -
- h-statistic - unbiased sample estimators of central moments
- Template:Req -
- Template:Req -
- Template:Req -
- Template:Req - regarding a distribution, the expected value of its derivative, equal to the integral over its support of the square of the derivative over the pdf.
- Template:Req -Continuous and discrete time, fixed interval and fixed event sampling -
- Template:Req (design & analysis) -
- JADE (ICA) (an *Independent component analysis algorithm) -
- Template:Req - (numeric classification, useful for thematic maps)
- Kaiser–Meyer–Olkin criterium (de:Kaiser-Meyer-Olkin-Kriterium)
- Template:Req -
- Template:Req -
- Max-stable distribution -
- Morisita–Horn index -
- Template:Req -
- Template:Req
- Template:Req -
- Template:Req -
- Template:Req (related to multiple comparisons problem. Lots of good references online.)
- Template:Req
- Template:Req -
- Template:Req -
- Template:Req : noted as -
- Posterior predictive p-value -
- Probability-weighted moment -
- Template:Req
- Quantum statistics -
- Random regression -
- Template:Req [43] -
- Template:Req (RMSEA)
- Template:Req (RRMSE)
- Template:Req -
- S-estimator -
- Rotation testing -
- Template:Req - Recipient of the Israel Prize in Statistics, 2004
- Template:Req (with redirect from *Seasonal indices) -
- Template:Req (and tests of) -
- Template:Req -
- Template:Req -
- Template:Req , *Standardised incidence ratio -
- Template:Req -
- Template:Req (SCM model) -
- Template:Req distinct from Studentized range and Tukey's HSD
- Superiority and non-inferiority
- Template:Req -
- Template:Req -
- Template:Req - [44]
- Template:Req
- Template:Req should be added to the list of statistical analysis programs http://en.wikipedia.org/wiki/List_of_statistical_packages. It's been around since the early 1990's: http://www.fmsinc.com/MicrosoftAccess/StatisticalAnalysis.html
- Template:Req -
- Ungrouped data -
- Template:Req -
- Template:Req (WGC) - clarify relationship to Granger Causality Wikipedia article
- Template:Req -
- Template:Req -
- Template:Req -
Algebraic topology
- Artin–Mazur profinite completion -
- Template:Req -
- Cheeger–Simons cohomology -
- Curtis's convergence theorem
- Template:Req
- Template:Req -
- Template:Req -
- Template:Req (see Husemoller, Fibre Bundles) -
- geography problem for 4-manifolds -
- Template:Req -
- Template:Req -
- Template:Req -
- Kashin's theorem (esp. relation to *compressed sensing [45]p15)-
- Mackey functor
- Mapping cylinder neighbourhood
- Motive (topology) -
- Motivic spectrum -
- one-relator group
- Template:Req -
- Template:Req
- Template:Req -
- Topological cyclic homology
- Whitehead tower
- Template:Req -
General topology
- Template:Req -
- Centered space -[100][101]
- Template:Req -
- Dantian space -[102][100]
- Density topology -[103]
- Template:Req -
- Template:Req -
- Template:Req -
- Template:Req -
- Template:Req
- Template:Req -
- Template:Req -
- Template:Req -
- Polyadic space -[100]
- Prodiscrete topology -[104]
- Template:Req -
- Thick space -[102][100]
- Template:Req (Note, not the same as Partition topology)
Geometric topology
- Template:Req -
- Template:Req -
- Template:Req -
- Template:Req -
- Template:Req -
- Template:Req applications and generalizations of *Knaster–Kuratowski–Mazurkiewicz lemma -
Knot theory
Stable homotopy theory
- chromatic tower
- Template:Req
- Hopkins–Miller theorem
- Pontryagin–Thom collapse [46]
- Simplicial homotopy theory
Uncategorized
Please try to classify these requests.
- Template:Req -- see http://www.numbergossip.com/7920 -- as far as I can see, the only unique thing about this number is that it's the order of the smallest sporadic simple group
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req - mathematics journal
- Template:Req (sequences)
- Template:Req
- Template:Req – (Fourier analysis) closely related to Convolution theorem and Wiener–Khinchin theorem
- Template:Req (redirect to Pascal's triangle?)
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req (related to Goniometric)
- Template:Req
- Ghosh-Pratt identity
- Template:Req (equation plotter)
- Template:Req /*Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Kallianpur–Striebel formula
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req list and general contrasts to computer algorithms -
- Template:Req
- Template:Migdal formula
- Template:Req perhaps merge with Natural logarithm of 2
- Template:Req
- Template:Req for those who can't understand Shor's algorithm
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req (a non-universal quantity)
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req
- Template:Req related to Peano curve and *Template:Req
- Template:Req-
- Template:Req (at least 4 math articles link to subvariety, which gives only the botanical sense)
- Template:Req
- Template:Req
- Template:Req, a type of analysis [47]
- Template:Req - this is already covered by List of unsolved problems in mathematics.
- Template:Req [48]
- Template:Req -- see Theory of Linear Operations by S. Banach, page 127 -- quote: "The weak derived sets of bounded linear functionals."
- Template:Req
See also
References
- ^ "Akivis algebra", Encyclopedia of Mathematics, EMS Press, 2001 [1994]
- ^ Jacobson, Nathan (1968). Structure and Representations of Jordan Algebras. American Mathematical Society Colloquium Publications. Vol. 39. American Mathematical Society. p. 287. ISBN 0-8218-7472-1.
- ^ Narkiewicz, Władysław (2004). Elementary and analytic theory of algebraic numbers. Springer Monographs in Mathematics (3rd ed.). Berlin: Springer-Verlag. p. 254. ISBN 3-540-21902-1. Zbl 1159.11039.
- ^ Formanek, Edward (1991). The polynomial identities and invariants of n×n matrices. Regional Conference Series in Mathematics. Vol. 78. Providence, RI: American Mathematical Society. p. 27. ISBN 0-8218-0730-7. Zbl 0714.16001.
- ^ Kaplansky, Irving (1972). Fields and Rings. Chicago Lectures in Mathematics (2nd ed.). University Of Chicago Press. ISBN 0-226-42451-0. Zbl 1001.16500.
- ^ Garibaldi, Skip; Petersson, Holger P. (2011). "Wild Pfister forms over Henselian fields, K-theory, and conic division algebras". J. Algebra. 327: 386–465. Zbl 1222.17009.
- ^ Loos, Ottmar (2011). "Algebras with scalar involution revisited". J. Pure Appl. Algebra. 215: 2805–2828. Zbl 1229.14002.
- ^ a b Bhargava, Manjul; Ho, Wei (2013). "Coregular spaces and genus one curves". arXiv:1306.4424 [math.AG].
{{cite arXiv}}: Unknown parameter|accessdate=ignored (help); Unknown parameter|version=ignored (help) - ^ Cite error: The named reference
invol517was invoked but never defined (see the help page). - ^ Baur, Karin; King, Alastair; Marsh, Robert J. "Dimer models and cluster categories of Grassmannians". arXiv:1309.6524 [math.RT].
{{cite arXiv}}: Unknown parameter|accessdate=ignored (help) - ^ Knus, Max-Albert; Merkurjev, Alexander; Rost, Markus; Tignol, Jean-Pierre (1998). The book of involutions. Colloquium Publications. Vol. 44. With a preface by J. Tits. Providence, RI: American Mathematical Society. p. 128. ISBN 0-8218-0904-0. Zbl 0955.16001.
- ^ Reiner, I. (2003). Maximal Orders. London Mathematical Society Monographs. New Series. Vol. 28. Oxford University Press. pp. 294–298. ISBN 0-19-852673-3. Zbl 1024.16008.
- ^ Rosenfeld, Boris (1997). Geometry of Lie groups. Mathematics and its Applications. Vol. 393. Dordrecht: Kluwer Academic Publishers. p. 91. ISBN 0792343905. Zbl 0867.53002.
- ^ Tian, Jianjun Paul (2008). Evolution Algebras and Their Applications. Lecture Notes in Mathematics. Vol. 1921. Springer-Verlag. ISBN 3-540-74283-2. Zbl 1136.17001.
- ^ a b c Caenepeel, Stefaan (1998). Brauer groups, Hopf algebras and Galois theory. Monographs in Mathematics. Vol. 4. Dordrecht: Kluwer Academic Publishers. p. 184. ISBN 1-4020-0346-3. Zbl 0898.16001.
- ^ McCrimmon, Kevin (1977). "Axioms for inversion in Jordan algebras". J. Algebra. 47: 201–222. Zbl 0421.17013.
- ^ Racine, Michel L. (1973). The arithmetics of quadratic Jordan algebras. Memoirs of the American Mathematical Society. Vol. 136. American Mathematical Society. p. 8. ISBN 978-0-8218-1836-7. Zbl 0348.17009.
- ^ Formanek, Edward (1991). The polynomial identities and invariants of n×n matrices. Regional Conference Series in Mathematics. Vol. 78. Providence, RI: American Mathematical Society. p. 51. ISBN 0-8218-0730-7. Zbl 0714.16001.
- ^ Racine, Michel L. (1973). The arithmetics of quadratic Jordan algebras. Memoirs of the American Mathematical Society. Vol. 136. American Mathematical Society. p. 2. ISBN 978-0-8218-1836-7. Zbl 0348.17009.
- ^ Schinzel, Andrzej (2000). Polynomials with special regard to reducibility. Encyclopedia of Mathematics and Its Applications. Vol. 77. Cambridge: Cambridge University Press. ISBN 0-521-66225-7. Zbl 0956.12001.
- ^ Zhevlakov, Konstantin Aleksandrovich (1982). Rings That are Nearly Associative. Pure and Applied Mathematics. Vol. 104. Academic Press. p. 324. ISBN 0080874231.
- ^ Niemczyk, Rolf; Walcher, Sebastian (1991). "Birational maps and a generalization of power-associative algebras". Commun. Algebra. 19 (8): 2169–2194. Zbl 0786.17001.
- ^ Choie, Y.; Diamantis, N. (2006). "Rankin–Cohen brackets on higher-order modular forms". In Friedberg, Solomon (ed.). Multiple Dirichlet series, automorphic forms, and analytic number theory. Proceedings of the Bretton Woods workshop on multiple Dirichlet series, Bretton Woods, NH, USA, July 11–14, 2005. Proc. Symp. Pure Math. Vol. 75. Providence, RI: American Mathematical Society. pp. 193–201. ISBN 0-8218-3963-2. Zbl 1207.11052.
- ^ Montgomery, Susan (1993). Hopf algebras and their actions on rings. Expanded version of ten lectures given at the CBMS Conference on Hopf algebras and their actions on rings, which took place at DePaul University in Chicago, USA, August 10-14, 1992. Regional Conference Series in Mathematics. Vol. 82. Providence, RI: American Mathematical Society. p. 164. ISBN 978-0-8218-0738-5. Zbl 0793.16029.
- ^ Jech, Thomas (2003). Set Theory. Springer Monographs in Mathematics (Third Millennium ed.). Berlin, New York: Springer-Verlag. pp. 88–89. ISBN 978-3-540-44085-7. Zbl 1007.03002.
- ^ Sikorski, Roman (1964). Boolean algebras (2nd ed.). Berlin-Göttingen-Heidelberg-New York: Springer-Verlag. MR 31#2178. Zbl 0123.01303.
{{cite book}}: Check|mr=value (help) - ^ Chabert, Jean-Luc (1979). "Anneaux de Skolem". Arch. Math. (in French). 32: 555–568. Zbl 0403.13008.
- ^ Allison, B.N. (1978). "A class of nonassociative algebras with involution containing the class of Jordan algebras". Math. Ann. 237: 133–156. doi:10.1007/BF01351677. Zbl 0368.17001.
- ^ Schafer, R.D. (1985). "On structurable algebras". J. Algebra. 92: 400–412. doi:10.1016/0021-8693(85)90131-0. Zbl 0552.17001.
- ^ Snaith, Victor P. (1994). Galois module structure. Fields Institute monographs. Vol. 2. American Mathematical Society. p. 41. ISBN 0-8218-7178-1.
Taylor, Martin (1984). Classgroups of group rings. LMS Lecture Notes. Vol. 91. Cambridge University Press. p. 26. ISBN 0-521-27870-8. - ^ Berstel, Jean; Reutenauer, Christophe (2011). Noncommutative rational series with applications. Encyclopedia of Mathematics and Its Applications. Vol. 137. Cambridge: Cambridge University Press. p. 53. ISBN 978-0-521-19022-0. Zbl 1250.68007.
- ^ Narkiewicz, Władysław (1990). Elementary and analytic theory of numbers (Second, substantially revised and extended ed.). Springer-Verlag. p. 37. ISBN 3-540-51250-0. Zbl 0717.11045.
- ^ Gabber, Ofer; Ramero, Lorenzo (2003). Almost ring theory. Lecture Notes in Mathematics. Vol. 1800. Berlin: Springer-Verlag. doi:10.1007/b10047. ISBN 3-540-40594-1. MR 2004652.
Notes by Torsten Wedhorn - ^ Khovanskiǐ, A.G. (1991). Fewnomials. 88. Translated from the Russian by Smilka Zdravkovska. Providence, RI: American Mathematical Society. ISBN 0-8218-4547-0. Zbl 0728.12002.
- ^ a b Marcolli, Matilde (2010). Feynman motives. World Scientific. ISBN 978-981-4304-48-1. Zbl 1192.14001.
- ^ Soulé, C.; Abramovich, Dan; Burnol, J.-F.; Kramer, Jürg (1992). Lectures on Arakelov geometry. Cambridge Studies in Advanced Mathematics. Vol. 33. Joint work with H. Gillet. Cambridge: Cambridge University Press. p. 36. ISBN 0-521-47709-3. Zbl 0812.14015.
- ^ Timashev, Dmitry A. (2011). Invariant Theory and Algebraic Transformation Groups 8. Homogeneous spaces and equivariant embeddings. Encyclopaedia of Mathematical Sciences. Vol. 138. Berlin: Springer-Verlag. ISBN 978-3-642-18398-0. Zbl 1237.14057.
- ^ Knutson, Allen; Lam, Thomas; Speyer, David (15 Nov 2011). "Positroid Varieties: Juggling and Geometry". arXiv:1111.3660 [math.AG].
{{cite arXiv}}: Unknown parameter|accessdate=ignored (help) - ^ J.-Y. Welschinger, Invariants of real rational symplectic 4-manifolds and lower bounds in real enumerative geometry, Invent. Math. 162 (2005), no. 1, 195-234. Zbl 1082.14052
- ^ Itenberg, Ilia; Mikhalkin, Grigory; Shustin, Eugenii (2007). Tropical algebraic geometry. Oberwolfach Seminars. Vol. 35. Basel: Birkhäuser. pp. 86–87. ISBN 978-3-7643-8309-1. Zbl 1162.14300.
- ^ Consani, Caterina; Connes, Alain, eds. (2011). Noncommutative geometry, arithmetic, and related topics. Proceedings of the 21st meeting of the Japan-U.S. Mathematics Institute (JAMI) held at Johns Hopkins University, Baltimore, MD, USA, March 23–26, 2009. Baltimore, MD: Johns Hopkins University Press. ISBN 1-4214-0352-8. Zbl 1245.00040.
- ^ Machiel van Frankenhuijsen (2014). The Riemann Hypothesis for function fields. LMS Student Texts. Vol. 80. Cambridge University Press. ISBN 978-1-107-68531-4.
- ^ Bartolome, Boris (2014). "The Skolem-Abouzaid theorem in the singular case". arXiv:1406.3233 [math.NT].
- ^ Nisse, Mounir (2011). "Complex tropical localization, and coamoebas of complex algebraic hypersurfaces". In Gurvits, Leonid (ed.). Randomization, relaxation, and complexity in polynomial equation solving. Banff International Research Station workshop on randomization, relaxation, and complexity, Banff, Ontario, Canada, February 28–March 5, 2010. Contemporary Mathematics. Vol. 556. Providence, RI: American Mathematical Society. pp. 127–144. ISBN 978-0-8218-5228-6. Zbl 1235.14058.
- ^ Attention: This template ({{cite doi}}) is deprecated. To cite the publication identified by doi:10.1007/s10623-011-9561-6 , please use {{cite journal}} (if it was published in a bona fide academic journal, otherwise {{cite report}} with
|doi=10.1007/s10623-011-9561-6instead. - ^ Sanyal, Raman; Sturmfels, Bernd; Vinzant, Cynthia (2013). "The entropic discriminant". Adv. Math. 244: 678–707. Zbl 06264349.
{{cite journal}}: CS1 maint: Zbl (link) - ^ Björner, Anders; Ziegler, Günter M. (1992). "8. Introduction to greedoids". In White, Neil (ed.). Matroid Applications. Encyclopedia of Mathematics and its Applications. Vol. 40. Cambridge: Cambridge University Press. pp. 284–357. doi:10.1017/CBO9780511662041.009. ISBN 0-521-38165-7. MR 1165537. Zbl 0772.05026.
{{cite book}}:|work=ignored (help) - ^ Park, Seong Ill; Park, So Ryoung; Song, Iickho; Suehiro, Naoki (2000). "Multiple-access interference reduction for QS-CDMA systems with a novel class of polyphase sequences". IEEE Trans. Inf. Theory. 46 (4): 1448–1458. Zbl 1006.94500.
- ^ Ardila, Federico; Rincón, Felipe; Williams, Lauren (15 Sep 2013). "Positroids and non-crossing partitions". arXiv:1308.2698 [math.CO].
{{cite arXiv}}: Unknown parameter|accessdate=ignored (help) - ^ Marcolli, Matilde (2005). Arithmetic noncommutative geometry. University Lecture Series. Vol. 36. With a foreword by Yuri Manin. Providence, RI: American Mathematical Society. p. 83. ISBN 0-8218-3833-4. Zbl 1081.58005.
- ^ Marcolli, Matilde (2005). Arithmetic noncommutative geometry. University Lecture Series. Vol. 36. With a foreword by Yuri Manin. Providence, RI: American Mathematical Society. p. 83. ISBN 0-8218-3833-4. Zbl 1081.58005.
- ^ Kantor, William M.; Seress, Ákos (2001). Black Box Classical Groups. Memoirs of the American Mathematical Society. Vol. 708. American Mathematical Society. ISBN 0-8218-2619-0. ISSN 0065-9266.
- ^ *Soulé, C. (1992). Lectures on Arakelov geometry. Cambridge Studies in Advanced Mathematics. Vol. 33. with the collaboration of D. Abramovich, J.-F. Burnol and J. Kramer. Cambridge University Press. ISBN 0-521-41669-8. MR 1208731. Zbl 0812.14015.
{{cite book}}: Cite has empty unknown parameter:|1=(help) - ^ Mirzakhani, Maryam (2008). Ergodic theory of the earthquake flow. Int. Math. Res. Not. Vol. 2008. doi:10.1093/imrn/rnm116. Zbl 1189.30087.
- ^ Lapidus, Michel L.; van Frankhuijsen, Machiel (2006). Fractal Geometry, Complex Dimensions and Zeta Functions: Geometry and Spectra of Fractal Strings. Springer Monographs in Mathematics. Springer-Verlag. ISBN 0-387-33285-5.
- ^ Sidorov, Nikita (2003). "Arithmetic dynamics". In Bezuglyi, Sergey; Kolyada, Sergiy (eds.). Topics in dynamics and ergodic theory. Survey papers and mini-courses presented at the international conference and US-Ukrainian workshop on dynamical systems and ergodic theory, Katsiveli, Ukraine, August 21–30, 2000. Lond. Math. Soc. Lect. Note Ser. Vol. 310. Cambridge: Cambridge University Press. pp. 145–189. ISBN 0-521-53365-1. Zbl 1051.37007.
- ^ Dooley, Anthony H. (2003). "Markov odometers". In Bezuglyi, Sergey; Kolyada, Sergiy (eds.). Topics in dynamics and ergodic theory. Survey papers and mini-courses presented at the international conference and US-Ukrainian workshop on dynamical systems and ergodic theory, Katsiveli, Ukraine, August 21–30, 2000. Lond. Math. Soc. Lect. Note Ser. Vol. 310. Cambridge: Cambridge University Press. pp. 60–80. ISBN 0-521-53365-1. Zbl 1063.37005.
- ^ Baake, Michael; Moody, Robert V., eds. (2000). Directions in mathematical quasicrystals. CRM Monograph Series. Vol. 13. Providence, RI: American Mathematical Society. p. 237. ISBN 0-8218-2629-8. Zbl 0955.00025.
- ^ Walters, Peter (2000). An Introduction to Ergodic Theory. Graduate Texts in Mathematics. Vol. 79. Springer-Verlag. p. 207. ISBN 0-387-95152-0. ISSN 0072-5285.
- ^ a b Azizov, T.Ya.; Iokhvidov, E.I.; Iokhvidov, I.S. (1983). "On the connection between the Cayley-Neumann and Potapov-Ginzburg transformations". Funkts. Anal. (in Russian). 20: 3–8. Zbl 0567.47031.
- ^ e.g. Cwikel et al., On the fundamental lemma of interpolation theory, J. Approx. Theory 60 (1990) 70–82
- ^ Jacobson, Nathan (1996). Finite-dimensional division algebras over fields. Berlin: Springer-Verlag. ISBN 3-540-57029-2. Zbl 0874.16002.
- ^ a b Whaples, G. (1957). "Galois cohomology of additive polynomial and n-th power mappings of fields". Duke Math. J. 24: 143–150. doi:10.1215/S0012-7094-57-02420-1. Zbl 0081.26702.
- ^ McCarthy, Paul J. (1991). Algebraic extensions of fields (Corrected reprint of the 2nd ed.). New York: Dover Publications. p. 132. Zbl 0768.12001.
- ^ Fried, Michael D.; Jarden, Moshe (2008). Field arithmetic. Ergebnisse der Mathematik und ihrer Grenzgebiete. 3. Folge. Vol. 11 (3rd ed.). Springer-Verlag. p. 562. ISBN 978-3-540-77269-9. Zbl 1145.12001.
- ^ Zinovy Reichstein. "Joubert's theorem fails in characteristic 2". arXiv:1406.7529 [math.NT].
- ^ Fried, Michael D.; Jarden, Moshe (2008). Field arithmetic. Ergebnisse der Mathematik und ihrer Grenzgebiete. 3. Folge. Vol. 11 (3rd ed.). Springer-Verlag. pp. 463–464. ISBN 978-3-540-77269-9. Zbl 1145.12001.
- ^ Leriche, Amandine (2011). "Pólya fields, Pólya groups and Pólya extensions: a question of capitulation". J. Théor. Nombres Bordx. 23: 235–249. Zbl 1282.13040.
- ^ Lam, Tsit-Yuen (2005). Introduction to Quadratic Forms over Fields. Graduate Studies in Mathematics. Vol. 67. American Mathematical Society. p. 453. ISBN 0-8218-1095-2. MR 2104929. Zbl 1068.11023.
- ^ Lam, Tsit-Yuen (2005). Introduction to Quadratic Forms over Fields. Graduate Studies in Mathematics. Vol. 67. American Mathematical Society. p. 463. ISBN 0-8218-1095-2. MR 2104929. Zbl 1068.11023.
- ^ Coxeter, H.S.M.; Greitzer, S.L. (1967). Geometry Revisited. New Mathematical Library. Vol. 19. Washington, D.C.: Mathematical Association of America. p. 100. ISBN 978-0-88385-619-2. Zbl 0166.16402.
- ^ Coxeter, H.S.M.; Greitzer, S.L. (1967). Geometry Revisited. New Mathematical Library. Vol. 19. Washington, D.C.: Mathematical Association of America. p. 95. ISBN 978-0-88385-619-2. Zbl 0166.16402.
- ^ Erickson, Martin J. (2014). Introduction to Combinatorics. Discrete Mathematics and Optimization. Vol. 78 (2 ed.). John Wiley & Sons. p. 134. ISBN 1118640217.
- ^ Imre, Sandor; Gyongyosi, Laszlo (2012). Advanced Quantum Communications: An Engineering Approach. John Wiley & Sons. p. 112. ISBN 1118337433.
- ^ Oh, Suho; Postnikov, Alex; Speyer, David E (20 Sep 2011). "Weak Separation and Plabic Graphs". arXiv:1109.4434 [math.CO].
- ^ Manjunath, Madhusudan; Sturmfels, Bernd (2013). "Monomials, binomials and Riemann-Roch". J. Algebr. Comb. 37 (4): 737–756. doi:10.1007/s10801-012-0386-9. Zbl 1272.13017.
- ^ Ellis-Monaghan, Joanna A.; Moffatt, Iain (2013). Graphs on Surfaces: Dualities, Polynomials, and Knots. SpringerBriefs in Mathematics. Springer-Verlag. ISBN 1461469716.
- ^ Fried, Michael D.; Jarden, Moshe (2008). Field arithmetic. Ergebnisse der Mathematik und ihrer Grenzgebiete. 3. Folge. Vol. 11 (3rd ed.). Springer-Verlag. p. 613. ISBN 3-540-22811-X. Zbl 1055.12003.
- ^ Fried, Michael D.; Jarden, Moshe (2008). Field arithmetic. Ergebnisse der Mathematik und ihrer Grenzgebiete. 3. Folge. Vol. 11 (3rd ed.). Springer-Verlag. p. 352. ISBN 3-540-22811-X. Zbl 1055.12003.
- ^ Tao, Terence (2012). Higher-order Fourier analysis. Graduate Studies in Mathematics. Vol. 142. Providence, RI: American Mathematical Society. ISBN 978-0-8218-8986-2. Zbl 1277.11010.
- ^ a b Tao, Terence (2012). Higher-order Fourier analysis. Graduate Studies in Mathematics. Vol. 142. Providence, RI: American Mathematical Society. p. 92. ISBN 978-0-8218-8986-2. Zbl 1277.11010.
- ^ Montgomery, Susan (1993). Hopf algebras and their actions on rings. Expanded version of ten lectures given at the CBMS Conference on Hopf algebras and their actions on rings, which took place at DePaul University in Chicago, USA, August 10-14, 1992. Regional Conference Series in Mathematics. Vol. 82. Providence, RI: American Mathematical Society. p. 207. ISBN 978-0-8218-0738-5. Zbl 0793.16029.
- ^ Kaplansky, Irving (1972). Fields and Rings. Chicago Lectures in Mathematics (2nd ed.). University Of Chicago Press. p. 135. ISBN 0-226-42451-0. Zbl 1001.16500.
- ^ Deligne, Pierre; Etingof, Pavel; Freed, Daniel S.; Jeffrey, Lisa C.; Kazhdan, David; Morgan, John W.; Morrison, David R.; Witten, Edward, eds. (1999). Quantum fields and strings: a course for mathematicians. Material from the Special Year on Quantum Field Theory held at the Institute for Advanced Study, Princeton, NJ, 1996–1997. Vol. 2. Providence, RI: American Mathematical Society. p. 884. ISBN 0-8218-8621-5. Zbl 0984.00503.
- ^ Belavin, A.A. (1980). "Discrete groups and integrability of quantum systems". Funkts. Anal. Prilozh. 14 (4): 18–26. Zbl 0454.22012.
- ^ Joao Caramalho Domingues (2014). "The repercussion of José Anastácio da Cunha in Britain and the USA in the nineteenth century". BSHM Bulletin. 20 (1): 32–50. doi:10.1080/17498430.2013.802111.
- ^ Roquette, Peter (2013). "The remarkable career of Otto Grün". Contributions to the history of number theory in the 20th century. Heritage of European Mathematics. Zürich: European Mathematical Society. pp. 77–116. ISBN 978-3-03719-113-2. Zbl 1276.11001.
- ^ Brualdi, Richard A. (2006). Combinatorial Matrix Classes,. Encyclopedia of Mathematics and its Applications. Vol. 108. Cambridge University Press. p. 401. ISBN 0-521-86565-4. ISSN 0953-4806.
- ^ Formanek, Edward (1991). The polynomial identities and invariants of n×n matrices. Regional Conference Series in Mathematics. Vol. 78. Providence, RI: American Mathematical Society. p. 45. ISBN 0-8218-0730-7. Zbl 0714.16001.
- ^ Guterman, Alexander E. (2008). "Rank and determinant functions for matrices over semirings". In Young, Nicholas; Choi, Yemon (eds.). Surveys in Contemporary Mathematics. London Mathematical Society Lecture Note Series. Vol. 347. Cambridge University Press. pp. 1–33. ISBN 0-521-70564-9. ISSN 0076-0552. Zbl 1181.16042.
- ^ http://nuclearstrategy.co.uk/prime-number-distribution-series
- ^ http://www.codeproject.com/Tips/816931/Prime-Number-Distribution-Series/
- ^ Narkiewicz, Władysław (2004). Elementary and analytic theory of algebraic numbers. Springer Monographs in Mathematics (3rd ed.). Berlin: Springer-Verlag. p. 307. ISBN 3-540-21902-1. Zbl 1159.11039.
- ^ * Narkiewicz, Władysław (1990). Elementary and analytic theory of numbers (Second, substantially revised and extended ed.). Springer-Verlag. p. 416. ISBN 3-540-51250-0. Zbl 0717.11045.
- ^ Narkiewicz, Władysław (2004). Elementary and analytic theory of algebraic numbers. Springer Monographs in Mathematics (3rd ed.). Berlin: Springer-Verlag. p. 123. ISBN 3-540-21902-1. Zbl 1159.11039.
- ^ Romanoff, N. P. (1934). "Über einige Sätze der additiven Zahlentheorie". Math. Ann. (in German). 109: 668–678. JFM 60.0131.03.
- ^ Rosen, Michael (2002). Number theory in function fields. Graduate Texts in Mathematics. Vol. 210. New York, NY: Springer-Verlag. p. 157. ISBN 0-387-95335-3. Zbl 1043.11079.
- ^ Bossert, Walter; Suzumura, Kōtarō (2010). Consistency, choice and rationality. Harvard University Press. p. 36. ISBN 0674052994.
- ^ Gantmacher, F.R. (2005) [1959]. Applications of the theory of matrices. Dover. ISBN 0-486-44554-2. Zbl 0085.01001.
- ^ a b c d Turzański, Marian (1992). "Strong sequences, binary families and Esenin-Volpin's theorem". Comment.Math.Univ.Carolinae. 33 (3): 563–569. MR 1209298. Zbl 0796.54031.
- ^ Arhangel'Skii, A. (1996). General topology II: compactness, homologies of general spaces. Encyclopaedia of mathematical sciences. Vol. 50. Springer-Verlag. p. 59. ISBN 0-387-54695-2. Zbl 0830.00013.
- ^ a b Arhangelʹskiĭ, A. V. (1969). "An approximation of the theory of dyadic bicompacta". Dokl. Akad. Nauk SSSR (in Russian). 184: 767–770. MR 0243485.
- ^ Tall, Franklin D. (1976). "The density topology". Pac. J. Math. 62: 275–284. Zbl 0305.54039.
- ^ Šunić, Zoran (2014). "Cellular automata and groups, by Tullio Ceccherini-Silberstein and Michel Coornaert (book review)". Bulletin of the American Mathematical Society. 51 (2): 361–366. doi:10.1090/S0273-0979-2013-01425-3.