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Gelfand pair
On the Stability of a Class of Functional Equations
Arxiv:1902.09497V5 [Math.DS]
MAT 449 : Representation Theory
Arxiv:1810.00775V1 [Math-Ph] 1 Oct 2018 .Introduction 1
Multiplicity One Theorem for GL(N) and Other Gelfand Pairs
Gelfand Pairs and Spherical Functions
Gelfand Pairs A
Norms of Zonal Spherical Functions and Fourier Series on Compact Symmetric Spaces
Gelfand Pairs and Spherical Functions
Modern Group Theory
Orthogonal Expansions Related to Compact Gelfand Pairs
Strong Gelfand Subgroups of F O Sn
A Geometric Criterion for Gelfand Pairs Associated with the Heisenberg Group
Classification of Finite-Multiplicity Symmetric Pairs
Duality for Finite Gelfand Pairs
Is a Gelfand Pair
Gelfand Pairs Involving the Wreath Product of Finite Abelian Groups With
Gelfand Pairs (Sp4n(F ), Sp2n(E)) Lei Zhang
Top View
An Introduction to Gelfand Pairs of Finite and Compact Groups
6 X 10.5 Three Line Title.P65
SOME APPLICATIONS of GELFAND PAIRS to NUMBER THEORY The
Involutions Acting on Representations 11
Invariant Distributions and Gelfand Pairs
Representation Theory and Gelfand Pairs
Hyperbolic Configurations of Roots and Hecke Algebras
Locally Compact Hecke Pairs Capable of a C∗-Algebraic Representation Consists of Pairs (G,H) in Which H Is a Cocompact Subgroup of G, See Theorem 6.1
ON GELFAND PAIRS ASSOCIATED with SOLVABLE LIE GROUPS Let
Gelfand Pairs
Arxiv:2005.06362V1 [Math.FA] 13 May 2020 Ato O-Opc Ye.Mr Eetwrshv U Attent Put Have Works ( Recent Form More the of Types
From Parking Functions to Gelfand Pairs
Arxiv:2007.06265V3 [Math.RT] 28 Nov 2020
On a Generalization of O'connor's and Gajda's Functional Equations
Gelfand Pairs and Invariant Distributions
Convolution Semigroups of Probability Measures on Gelfand Pairs, Revisited David Applebaum
Gelfand Pairs Related to Groups of Heisenberg Type
THE UNCERTAINTY PRINCIPLE for GELFAND PAIRS Joseph A. Wolf
Gelfand Pairs and Invariant Distributions
Harmonic Analysis on Commutative Spaces Mathematical Surveys and Monographs
Matrix Valued Orthogonal Polynomials for Gelfand Pairs of Rank One
Mackey's Theory of $\Tau $-Conjugate Representations for Finite Groups