AbstractWe introduce a formula for the p-adic Siegel–Eisenstein series which demonstrates a connection with the genus theta series and the twisted Eisenstein series with level p. We then prove a generalization of Serre's formula in the elliptic modular case
AbstractThis paper contributes a new matrix method for solving systems of high-order linear differen...
AbstractLet (X,μ) be a measurable topological space. Let S1,S2,… be a family of finite subsets of X....
AbstractLet X be a locally Noetherian scheme and φ:Y→X be a morphism of finite type, whose fibers ha...
AbstractIn this work, we determine all Drinfeld modular curves X1(n) that are hyperelliptic or biell...
AbstractNecessary and sufficient conditions which imply the uniform convergence of the Fourier–Jacob...
AbstractWe show that Lagrange interpolants at the Chebyshev zeros yield best relative polynomial app...
AbstractLet Mθ be the mean operator on the unit sphere in Rn, n⩾3, which is an analogue of the Stekl...
AbstractSuppose that E1 and E2 are elliptic curves over the rational field, Q, such that ords=1L(E1/...
AbstractLet Δ be a finite set of nonzero linear forms in several variables with coefficients in a fi...
AbstractWe study the existence of singular separable solutions to the 2-dimensional quasilinear equa...
AbstractWe give conditions for orthonormal systems on the boundary of a plane Jordan domain which ar...
AbstractIn the present paper, we establish some direct results in simultaneous approximation for Bas...
AbstractIn this short note, we discuss the Chebyshev's maximum principle in several variables. We sh...
AbstractUsing the Poincaré–Perron theorem on the asymptotics of the solutions of linear recurrences ...
AbstractWe generalize Sondow's (ir)rationality criteria for Euler's constant and give necessary and ...
AbstractThis paper contributes a new matrix method for solving systems of high-order linear differen...
AbstractLet (X,μ) be a measurable topological space. Let S1,S2,… be a family of finite subsets of X....
AbstractLet X be a locally Noetherian scheme and φ:Y→X be a morphism of finite type, whose fibers ha...
AbstractIn this work, we determine all Drinfeld modular curves X1(n) that are hyperelliptic or biell...
AbstractNecessary and sufficient conditions which imply the uniform convergence of the Fourier–Jacob...
AbstractWe show that Lagrange interpolants at the Chebyshev zeros yield best relative polynomial app...
AbstractLet Mθ be the mean operator on the unit sphere in Rn, n⩾3, which is an analogue of the Stekl...
AbstractSuppose that E1 and E2 are elliptic curves over the rational field, Q, such that ords=1L(E1/...
AbstractLet Δ be a finite set of nonzero linear forms in several variables with coefficients in a fi...
AbstractWe study the existence of singular separable solutions to the 2-dimensional quasilinear equa...
AbstractWe give conditions for orthonormal systems on the boundary of a plane Jordan domain which ar...
AbstractIn the present paper, we establish some direct results in simultaneous approximation for Bas...
AbstractIn this short note, we discuss the Chebyshev's maximum principle in several variables. We sh...
AbstractUsing the Poincaré–Perron theorem on the asymptotics of the solutions of linear recurrences ...
AbstractWe generalize Sondow's (ir)rationality criteria for Euler's constant and give necessary and ...
AbstractThis paper contributes a new matrix method for solving systems of high-order linear differen...
AbstractLet (X,μ) be a measurable topological space. Let S1,S2,… be a family of finite subsets of X....
AbstractLet X be a locally Noetherian scheme and φ:Y→X be a morphism of finite type, whose fibers ha...
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