A Word from... David Manderscheid von Manderscheid, David

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A Review of The Slow Professor von Manderscheid, David

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Base change and theta-correspondences for supercuspidal representations of SL(2) von Manderscheid, David

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WALDSPURGER'S INVOLUTION AND TYPES von MANDERSCHEID, DAVID

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Quadratic base change for -adic (2) as a theta correspondence I: Occurrence von Manderscheid, David

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Quadratic base change for p-adic SL(2) as a theta correspondence II: Jacquet modules von Manderscheid, David

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Quadratic Base Change for p-adic SL(2) as a Theta Correspondence III: Pairing von Manderscheid, David

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Base change and theta correspondences for supercuspidal representations of SL(2) von Manderscheid, David

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Base change and theta correspondences for supercuspidal representations of SL(2) von Manderscheid, David

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Supercuspidal representations and the theta correspondence. II. (2) and the anisotropic (3) von Manderscheid, David

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Supercuspidal representations and the theta correspondence von Manderscheid, David

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Supercuspidal representations and the theta correspondence. II: SL(2) and the anisotropic O(3) von MANDERSCHEID, D

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Quadratic base change for p-adic \mathrm{SL}(2) as a theta correspondence I: Occurrence von David Manderscheid

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Supercuspidal Duality for the Two-Fold Cover of SL 2 and the Split O 3 von Manderscheid, David

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Supercuspidal Duality for the Two-Fold Cover of SL2and the Split O3 von Manderscheid, David

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On the supercuspidal representations ofSL 2 and its two-fold cover. II von Manderscheid, David

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On the supercuspidal representations ofSL 2 and its two-fold cover. I von Manderscheid, David

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Erratum : “On the supercuspidal representations of ${\rm GL}_N, N$ the product of two primes” von Kutzko, Philip, Manderscheid, David

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On the supercuspidal representations of ${\rm GL}_N,\;N$ the product of two primes von Kutzko, Philip, Manderscheid, David

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Incomplete Block Designs. Lecture Notes in Statistics, 1 von Manderscheid, David

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