Article

Peter–Weyl Iwahori Algebras

Author(s): Barbasch, Dan; Moy, Allen

Source: Canadian Journal of Mathematics, 21 June 2019

An EulerPoincaré formula for a depth zero Bernstein projector

Author(s): Barbasch, Dan; Ciubotaru, Dan; Moy, Allen

Source: Representation Theory, v. 23, March 2019, p. 154187

On the Cusp Forms of Congruence Subgroups of an Almost Simple Lie Group

Author(s): Moy, Allen; Muić, Goran

Source: Mathematische Zeitschrift. , v. 283, (1), June 2016, p. 401417

On Existence of Generic Cusp Forms on Semisimple Algebraic Groups

Author(s): Muic, Goran; Moy, Allen

Source: Transactions of the American Mathematical Society. , October 2016

DIRAC COHOMOLOGY OF ONEWTYPE REPRESENTATIONS

Author(s): Ciubotaru, Dan; Moy, Allen

Source: Proceedings of the American Mathematical Society. , v. 143, (3), 2015, p. 10011013

A construction of elements in the Bernstein center for quasisplit groups

Author(s): Moy, Allen; Tadic, Marko

Source: American journal of mathematics. , v. 133, (2), April 2011, p. 467518

Distribution Algebras on pAdic Groups and Lie Algebras

Source: Canadian Journal of Mathematics. , v. 63, (5), October 2011, p. 11371160

Conjugacy class asymptotics, orbital integrals, and the Bernstein center: the case of SL(2)

Author(s): Moy, Allen; Tadic, Marko

Source: Representation Theory: An electronic journal of the American Mathematical Society. , Volume 9 (2005), 327353.

Professor Allen Moy

Author(s): Moy, Allen; Tadic, Marko

Source: Representation Theory. An Electronic Journal of the American Mathematical Society. , v. 6, 2002

The Bernstein center in terms of invariant locally integrable functions

Author(s): Tadic, Marko; Moy, Allen

Source: AMS Representation Theory. , v. 6, 2002, p. 313–329

Involutions, classical groups, and buildings

Author(s): Kim, Ju Lee; Moy, Allen

Source: Journal of Algebra, v. 242, (2), August 2001, p. 495515

Involutions, classical groups and spherical buildings

Author(s): Kim, Ju Lee; Moy, Allen

Source: Journal of Algebra. , v. 242, (2), 2001, Aug, p. 495515

A new proof of the Howe conjecture on group distributions via the BruhatTits building

Author(s): Barbasch, Dan; Moy, Allen

Source: Journal of the American Mathematical Society. , v. 13, 2000, p. 639–650

Displacement functions on the Bruhat–Tits building

Source: AMS Proceedings of Symposia in Pure Mathematics. , v. 68, 2000

Classification of one K–type representations

Author(s): Moy, Allen; Barbasch, Dan

Source: Transactions of the American Mathematical Society. , v. 351, (10), 1999, p. 42454261

Local character expansions

Author(s): Barbasch, Dan; Moy, Allen

Source: Annales Scientifiques de l'Ecole Normale Superieure. , v. 30, (5), 1997, p. 553567

Jacquet functors and unrefined minimal K–types

Author(s): Moy, Allen; Prasad, Gopal

Source: Commentarii Mathematici Helvetici. , v. 71, (1), 1996, p. 98121

Unitary spherical spectrum for padic classical groups

Author(s): Barbasch, Dan; Moy, Allen

Source: Acta Applicandae Mathematicae. , v. 44, (12), 1996, p. 337

Supercuspidal character formulas for GLℓ

Author(s): Corwin, Lawrence; Moy, Allen; Sally, Paul J.

Source: Contemporary Mathematics. , v. 191, 1995, p. 1–11

An explicit Plancherel formula for U(2, 1)

Author(s): Jabon, David; Keys, David; Moy, Allen

Source: Trans. of the AMS. , v. 341, 1994, p. 157–171

Whittaker models with an Iwahori fixed vector

Author(s): Barbasch, Dan; Moy, Allen

Source: Contemporary Mathematics. , v. 177, 1994, p. 101–105

Unrefined minimal K–types for p–adic groups

Author(s): Prasad, Gopal; Moy, Allen

Source: Inventiones Mathematicae. , v. 116, (1), 1994, Dec, p. 393–404

Reduction to real infinitesimal character in Hecke algebras

Author(s): Barbasch, Dan; Moy, Allen

Source: Journal of the American Mathematical Society. , v. 6, 1993, p. 611–635

Unipotent representations and reductive dual pairs over finite fields

Author(s): Adams, Jeffrey; Moy, Allen

Source: Transactions of the American Mathematical Society. , v. 340, (1), 1993, p. 309321

Degrees and formal degrees for division algebras and GLn over a padic field

Author(s): Corwin, Lawrence; Moy, Allen; Sally, Paul J.

Source: Pacific Journal of Mathematics. , v. 141, (1), 1990, p. 21–46

Hecke algebra isomorphisms for GL(n) over a padic field

Author(s): Howe, Roger; Moy, Allen

Source: Journal of Algebra. , v. 131, (2), 1990, p. 388–424

A conjecture on minimal Ktypes for GLn over a padic field

Source: Contemporary Mathematics. , v. 86, 1989

Minimal Ktypes for GLn over a padic field

Author(s): Howe, Roger; Moy, Allen

Source: Asterisque. , v. 171172, 1989, p. 257–273

A unitarity criterion for padic groups

Author(s): Barbasch, Dan; Moy, Allen

Source: Inventiones Mathematicae. , v. 98, (1), 1989, Feb, p. 19–38

Minimal K–types for G2 over a padic field

Source: Trans. of the AMS. , v. 305, 1988, p. 517–529

Representations of GSp(4) over a padic field Part 1

Source: Comp. Math.. , v. 66, 1988, p. 237–284

Representations of GSp(4) over a padic field Part 2

Source: Comp. Math.. , v. 66, 1988, p. 285–328

Representations of U(2, 1) over a padic field

Source: Jour. fur die reine und angewandte Math.. , v. 372, 1987, p. 178–208

Local constants and the tame Langlands correspondence

Source: Amer. Jour. of Math.. , v. 108, 1986, p. 863–929

HarishChandra homomorphisms for padic groups

Author(s): Howe, Roger; Moy, Allen

Source: CBMS Regional Conference Series in Mathematics. , v. 59, 1986

On the local Langlands conjecture in prime dimension

Author(s): Kutzko, Philip; Moy, Allen

Source: Annals of Math.. , v. 121, 1985, p. 495–517

The irreducible orthogonal and symplectic Galois representations of a padic field (The tame case)

Source: Jour. of Number Theory. , v. 19, 1984, p. 341–344

Supercuspidal representations of SLn: the tame case

Author(s): Sally, Paul J.; Moy, Allen

Source: Duke Math. Jour.. , v. 53, 1984, p. 149–161

On the local Langlands conjecture in prime dimension

Author(s): Kutzko, Philip; Moy, Allen

Source: Bulletin of the American Mathematical Society. , v. 9, (3), 1983, p. 323–325
Book chapter

Computations with Bernstein projectors of SL(2)

Source: Representation Theory, Number Theory, and Invariant Theory / Jim Cogdell, JuLee Kim, ChenBo Zhu, editors. Switzerland : Springer, 2017, p. 503533, Book series: Progress in Mathematics, v. 323

Some Algebras of Essentially Compact Distributions of a Reductive Padic Group

Author(s): Moy, Allen; Tadic, Marko

Source: Harmonic Analysis, Group Representations, Automorphic Forms, and Invariant Theory : in Honor of Roger E. Howe. , / Edited by JianShu Li, EC Tan, N Wallach, CB Zhu. Singapore ; Hackensack, N.J.: World Scientific, c2007, p.247276

