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is called the Feynman slash notation. The slash operation maps the basis eμ of V, or any 4 dimensional vector space, to basis vectors γμ. The transformation...

}^{\infty }(2k\pi i-\mu )^{s-1}.} This will hold for Re(s) < 0 and all μ except where eμ = 1. For 0 < Im(μ) ≤ 2π the sum can be split as: Li s ⁡ ( e μ ) = Γ (...

"Simple symmetric matrix singularities and the subgroups of Weyl groups Aμ, Dμ, Eμ", Mosc. Math. J., 3:2 (2003). J.-P. Gauthier, V. M. Zakalyukin, "On the motion...

calcium are considered, terms such as e2μ appear, which is the square of eμ; in this case, the formula for the Goldman equation can be solved using the...

2ημν1 (i.e. fix a convention for the gamma matrices). Then the assignment eμ → γμ extends uniquely to an algebra homomorphism Cℓ(V, g) → Mat(2k,  C {\displaystyle...

which determine fiber coordinates ξi. In terms of a basis of frames eμ, fν of E and F, respectively, the differential operator P decomposes into components...

χ is not induced from any proper subgroup of G), then G = IG(μ) and χN = eμ. A case where this property of primitive characters is used particularly frequently...

the weight lattice P. The set of linear combinations of the exponentials eμ with integer coefficients for μ in P becomes a ring over Z isomorphic to the...

Porus the Elder. Abisares (or Abhisara; in Greek Αβισαρης), called Embisarus (Eμ Oβισαρoς) by Diodorus, was an Indian king of the Abhira tribe. descent beyond...

in genetically engineered mice that were predisposed to get lymphoma. The Eμ-Pim1 mouse was considered to be a very sensitive model for this. RF fields...

written (v0, v1, v2, v3) where the Einstein notation is used to write v = vμ eμ. The component v0 is called the timelike component of v while the other three...

inner product (f,g) = (2π)−2∬ f(x,y) g(x,y) dx dy, so that (Σ aλ eλ, Σ bμ eμ) = Σ aλbλ. For f in C∞(T'2) and k an integer, define the kth Sobolev norm...