The p-adic upper half plane by Jeremy Teitelbaum共计5条视频,包括:Lecture1、Lecture2、Lecture3等,UP主更多精彩视频,请关注UP账号。
44 sATURATED K-PLANE GRAPHS AND KPLANAR DRAWINGS WITH SPECIAL EMPHASIS ON K=2 1:28:25 THE ALON-JAEGER-TARSI CONJECTURE VIA GROUP RING IDENTITIES 1:30:00 THE SUP-NORM PROBLEM IN SMALL L-ADIC K-TYPES OF GL(2) 1:19:37 TOWARDS AN EQUIVARIANT BÉZOUT'S THEOREM 1:10:14 TYPICAL ABSOLUTE...
A solution is obtained, by using the approximate boundary condition, for the problem of a line source field diffracted by a penetrable/dielectric half-plane. The asymmetry of the approximate boundary condition results in a matrix Wiener-Hopf problem, which is solved explicitly....
It is proved that this zeta function has a meromorphic continuation to a half-plane with poles contained in an arithmetic progression. It is shown as ... A Teplyaev - 《Trans.amer.math.soc》 被引量: 100发表: 2007年 Asymptotic expansion of a class of integral transforms with algebraically ...
The problem of plane wave scattering by a half-plane with different impedance boundary conditions on each face is examined using the Wiener-Hopf-Hilbert te... PG Barton,AD Rawlins - 《Q J Mechanics Appl Math》 被引量: 12发表: 1999年 Acoustic diffraction by a semi-infinite plane with differ...
M. Carreau, The Functional Integral for a Free Particle on a Half-Plane, J. Math. Phys. 33 (1992) 4139Carreau M. (1992) "The functional integral for a free particle on a half-plane", Journal of Mathematical Physics, Vol. 33(12), p.4139-4147....
Quantum superalgebra sl q ( 2 1 ) on the Poincaré half-plane We find that the symmetry algebra for the motion of a spin- ja:math electron moving in the Poincar茅 upper half-plane ( H ) under the action of a constant magnetic field (orthogonal to H ) is the quantum superalgebra sl...
Sharpening of an interpolation theorem in the class of functions analytic in a half-plane 来自 Math-net 喜欢 0 阅读量: 21 作者: Trošin, G. D 年份: 1964 收藏 引用 批量引用 报错 分享 全部来源 求助全文 Math-net AMS 相似文献...
We obtain the general solution of the fundamental problems of the theory of elasticity for an isotropic half-plane with a finite number of arbitrarily situ
(or half-plane in 2d) is a central subject in the mathematical theory of fluid dynamics because it is a prototypical case where one can study the interaction between a fluid and a wall; explaining such interactions and the resulting phenomena (like boundary layer formation, vorticity generation...