The reciprocal of the beta function and $GL(n, {\mathbb {R}})$ Whittaker functions

Eric Stade

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Displaying similar documents to “The reciprocal of the beta function and $G L (n, ℝ)$ Whittaker functions”

A remark on Whittaker functions on SL $(n, ℝ)$

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Annales de l’institut Fourier

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We prove the recursive integral formula of class one $M$ -Whittaker functions on SL $(n, ℝ)$ conjectured and verified in case of $n = 3, 4$ by Stade.

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Bruce Berndt, Ronald Evans (1986)

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Dahiya, R.S., Singh, Bhagat (1974)

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Rafał Latała, Krzysztof Oleszkiewicz (1994)

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We prove that if $r_{i}$ is the Rademacher system of functions then ${(ʃ ∥ \sum_{i = 1}^{n} x_{i} r_{i} (t) ∥^{2} d t)}^{1 / 2} \leq \sqrt 2 ʃ ∥ \sum_{i = 1}^{n} x_{i} r_{i} (t) ∥ d t$ for any sequence of vectors $x_{i}$ in any normed linear space F.

Matrix elements for sum of power-law potentials in quantum mechanic using generalized hypergeometric functions.

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A local limit theorem on the semi-direct product of $ℝ^{* +}$ and $ℝ^{d}$

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Displaying similar documents to “The reciprocal of the beta function and G L ( n , ℝ ) Whittaker functions”

Displaying similar documents to “The reciprocal of the beta function and $G L (n, ℝ)$ Whittaker functions”