Category:Algebraic geometry
Wikimedia Commons has media related to Algebraic geometry.
Algebraic geometry is the place where the algebra involved in solving systems of simultaneous multivariable polynomial equations meets the geometry of curves, surfaces, and higher dimensional algebraic varieties.
Related categories[edit]
Subcategories
This category has the following 11 subcategories, out of 22 total.
(previous page) (next page)L
- Localization (mathematics) (9 P)
M
- Moduli theory (26 P)
N
- Noncommutative geometry (18 P)
- Nonlinear algebra (3 P)
R
- Real algebraic geometry (42 P)
S
T
- Tropical geometry (6 P)
Σ
- Algebraic geometry stubs (185 P)
Pages in category "Algebraic geometry"
The following 190 pages are in this category, out of approximately 421 total. This list may not reflect recent changes.
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L
M
- Macdonald polynomials
- Main theorem of elimination theory
- Matsusaka's big theorem
- Max Noether's theorem on curves
- Milnor number
- Minimal model program
- Mirror symmetry (string theory)
- Mirror symmetry conjecture
- Mixed Hodge module
- Mixed Hodge structure
- Moduli stack of elliptic curves
- Moduli stack of principal bundles
- Moduli stack of vector bundles
- Moishezon manifold
- Monsky–Washnitzer cohomology
- Mori dream space
- Morphism of algebraic stacks
- Morphism of finite type
- Morphism of schemes
- Motive (algebraic geometry)
- Motivic integration
- Motivic L-function
- Motivic zeta function
- Multi-homogeneous Bézout theorem
- Multiplicative distance
- Multiplier ideal
- Mutually unbiased bases
N
- Nagata ring
- Nakai conjecture
- Nakayama's lemma
- Nash blowing-up
- Néron model
- Néron–Severi group
- Néron–Tate height
- Newton polytope
- Newton–Okounkov body
- Nilcurve
- Nisnevich topology
- Noether normalization lemma
- Noetherian scheme
- Noetherian topological space
- Noncommutative algebraic geometry
- Nonlinear algebra
- Normal bundle
- Normal cone
- Normal crossing singularity
- Normal scheme
- Normally flat ring
- Numerical certification
P
- P-adic Teichmüller theory
- P-curvature
- Parshin's conjecture
- Pencil (geometry)
- Period (algebraic geometry)
- Picard–Lefschetz theory
- Piecewise algebraic space
- Plücker embedding
- Plücker matrix
- Positive form
- Prestack
- Primary decomposition
- Projective bundle
- Projective line over a ring
- Projective plane
- Projective variety
- Pseudo algebraically closed field
- Pseudoholomorphic curve
- Purity (algebraic geometry)
- Pursuing Stacks
Q
R
- Rational mapping
- Rational normal scroll
- Rees algebra
- Regular chain
- Regular local ring
- Regular scheme
- Regular semi-algebraic system
- Relative canonical model
- Relative cycle
- Relative dimension
- Relative effective Cartier divisor
- Resolution of singularities
- Riemann–Roch-type theorem
- Rosati involution
- Ruled join
- Ruled variety
S
- Scheme-theoretic intersection
- Schubert calculus
- Schubert variety
- Scorza variety
- Secant variety
- Section conjecture
- Semi-simplicity
- Semiorthogonal decomposition
- Semistable reduction theorem
- Severi variety (Hilbert scheme)
- Sheaf on an algebraic stack
- Shimura variety
- Shriek map
- SIC-POVM
- Siegel modular variety
- Smooth completion
- Smooth topology
- Spectral space
- Spherical variety
- Stability (algebraic geometry)
- Stable principal bundle
- Stable vector bundle
- Stack (mathematics)
- Standard conjectures on algebraic cycles
- Standard monomial theory
- Stein factorization
- Steiner's conic problem
- Steinerian
- Suita conjecture
- Sum of residues formula
- Supersingular variety
- Suslin homology
- Symmetric variety
- Syntomic topology
- System of polynomial equations
T
- Tangent cone
- Tangent space to a functor
- Tango bundle
- Tate topology
- Tate twist
- Tate vector space
- Tate–Shafarevich group
- Tautological ring
- Terminal singularity
- Theorem of absolute purity
- Topological recursion
- Toric stack
- Toric variety
- Toroidal embedding
- Torsor (algebraic geometry)
- Torus action
- Triangular decomposition
- Trivial cylinder
- Trope (mathematics)