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Invariant polynomial functions on the poisson algebra in characteristic pInvariant polynomial functions on the poisson algebra in characteristic p
Hyperelliptic curves, Cartier - Manin matrices and Legendre polynomials curve. This is equivalent to computing the characteristic polynomial of Frobenius x(A) e Z
On solving coherent dynamics equations with discrete mathematics method for quantum systems under laser excitation the final sum from 0 to N. Based on a one-to-one correspondence: polynomial characteristics vs equations
Hyperelliptic curves, Cartier-Manin matrices and Legendre polynomials, the matrices are monomial, and we prove that characteristic polynomial of the Frobenius endomorphism x(A) (mod
Minimal Polynomials in Finite SemifieldsWe consider the classical notion of a minimal polynomial and apply it to investigations in finite
О порядках элементов квадратичного расширения конечного поля характеристики 2Let will be an arbitrary finite field of characteristic 2. It’s square extension will be considered
Using static polynomial load models in "RastrWin" software package for power system studies of load nodes with polynomial characteristics are to be invariant to avoid calculation complementary error
Flow polynomials as Feynman amplitudes and their α-representation conjectured in 1997 that the number of nonzero values of s(α, G) is a polynomial in q for all graphs
Invariant polynomial functions on the poisson algebra in characteristic pInvariant polynomial functions on the poisson algebra in characteristic p
Об алгебраической эквивалентности рядов Тейлора-Маклорена и "универсального ряда" И. Бернулли>), the algebra of all linear mappings of the space of polynomials in S formal generators over an arbitrary field
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