R. Plymen

发表

A new bound for the smallest $x$ with $\pi(x) > li(x)$

Kuok Fai Chao, R. Plymen, 2005, math/0509312.

Representation theory of $p$-adic groups: a view from operator algebras

P. Baum, N. Higson, R. Plymen, 2000 .

L-packets and formal degrees for SL2(K)withKalocalfunctionfieldofcharacteristic2 Mendes, Sergio and Plymen, Roger 2013

Mims EPrint, R. Plymen, S. Mendes, 2017 .

Artin-Schreier Theory and L-packets in the principal series of SL_2(F_2((x)))

R. Plymen, S. Mendes, 2010 .

Entire cyclic cohomology of Schatten ideals

J. Brodzki, R. Plymen, 2005 .

Entire cyclic homology of Schatten ideals

J. Brodzki, R. Plymen, 2004, math/0409164.

The principal series of p ‐adic groups with disconnected center

P. Baum, A. Aubert, R. Plymen, 2014, 1409.8110.

Spinors in Hilbert space

R. Plymen, 1976, Mathematical Proceedings of the Cambridge Philosophical Society.

On the outer and inner invariants of Connes

K. Parthasarathy, R. Plymen, 1980 .

A new bound for the smallest $x$ with $\pi(x) > li(x)$

Kuok Fai Chao, R. Plymen, 2005, math/0509312.

Geometric structure in the tempered dual of the p-adic group SL(4)

Kuok Fai Chao, R. Plymen, 2010 .

K-Theory and Elliptic Representations of SL(N)

R. Plymen, J. Jawdat, 2006 .

Arithmetic aspect of operator algebras

R. Plymen, C. Leung, 1991 .

$2$-Spinors via Linear Algebra

R. Plymen, 2022, 2204.12842.

Centralisers, complex reflection groups and actions in the Weyl group $E_6$

Graham A. Niblo, N. Wright, R. Plymen, 2022, 2205.08230.

Projective representations of the infinite orthogonal group

R. Plymen, 1977 .

A Model of the Arithmetic of Alephs in the Equation Calculus

R. Plymen, 1961 .

R T ] 2 0 M ay 2 01 3 GEOMETRIC STRUCTURE AND THE LOCAL LANGLANDS CONJECTURE

P. Baum, A. Aubert, R. Plymen, 2018 .

Functoriality and K-theory for GL_n(R)

R. Plymen, S. Mendes, 2017 .

Functoriality and K-theory for $GL_n(\mathbb{R})$

R. Plymen, S. Mendes, 2015, 1510.03662.

Geometric structure and the local Langlands conjecture

P. Baum, A. Aubert, R. Plymen, 2012, 1211.0180.

Geometric structure in the representation theory of p-adic groups

P. Baum, A. Aubert, R. Plymen, 2006, math/0607381.

Base change and K-theory for GL.n/

R. Plymen, S. Mendes, 2006, math/0607522.

Cycles in the chamber homology of GL(3)

A. Aubert, R. Plymen, S. Hasan, 2004, math/0410147.

Types, chamber homology and K-theory for GL(N)

A. Aubert, R. Plymen, S. Hasan, 2004 .

A proof of the Baum-Connes conjecture for p-adic GL(n)

P. Baum, N. Higson, R. Plymen, 1997 .

Ju l 2 00 6 Geometric structure in the representation theory of p-adic groups

P. Baum, A. Aubert, R. Plymen, 2006 .

The Hecke algebra of a reductive p-adic group: a geometric conjecture

P. Baum, A. Aubert, R. Plymen, 2005, math/0502234.

A NEW BOUND FOR THE SMALLEST x WITH π(x) > li(x)

Roger Plymen, Kuok Fai Chao, R. Plymen, 2010 .

Automorphic Group Representations: A New Proof of Blattner's Theorem

P. Harpe, R. Plymen, 1979 .

The Hecke algebra of a reductive p-adic group: a view from noncommutative geometry

P. Baum, A. Aubert, R. Plymen, 2005 .

Stratified Langlands duality in the $A_n$ tower

Graham A. Niblo, N. Wright, R. Plymen, 2016, Journal of Noncommutative Geometry.

Stratified Langlands duality in the Antower Niblo, Graham and Plymen, Roger and Wright, Nick 2016

N. Wright, R. Plymen, 2017 .

Extended affine Weyl groups, the Baum-Connes correspondence and Langlands duality

Graham A. Niblo, N. Wright, R. Plymen, 2015, 1512.06662.

Geometric structure for the principal series of a split reductive $p$-adic group with connected centre

P. Baum, A. Aubert, R. Plymen, 2014, 1408.0673.

Centralisers, complex reflection groups and actions in the Weyl group $E_6$

Graham A. Niblo, N. Wright, R. Plymen, 2022, 2205.08230.

Poincaré duality and Langlands duality for extended affine Weyl groups

Graham A. Niblo, N. Wright, R. Plymen, 2017, Annals of K-Theory.

Entire cyclic homology of Schatten ideals

J. Brodzki, R. Plymen, 2004, math/0409164.

Chern Character for the Schwartz Algebra of p‐Adic GL(n)

J. Brodzki, R. Plymen, 2000, math/0002131.

Comparison of the depths on both sides of the local Langlands correspondence for Weil-restricted groups (with an appendix by Jessica Fintzen)

Anne-Marie Aubert, Roger Plymen, A. Aubert, 2020, Journal of Number Theory.

Conjectures about p-adic groups and their noncommutative geometry

P. Baum, A. Aubert, R. Plymen, 2015, 1508.02837.

On the local Langlands correspondence for non-tempered representations

P. Baum, A. Aubert, R. Plymen, 2013, 1303.0828.

Geometric structure for Bernstein blocks

P. Baum, A. Aubert, R. Plymen, 2014 .

Geometric structure in smooth dual and local Langlands conjecture

P. Baum, A. Aubert, R. Plymen, 2014 .

Geometric structure in the principal series of the p-adic group G_2

P. Baum, A. Aubert, R. Plymen, 2008, 0810.0638.

R-groups and geometric structure in the representation theory of SL(N)

R. Plymen, J. Jawdat, 2006, math/0612273.

Explicit Plancherel formula for the p-adic group GL(n)

A. Aubert, R. Plymen, 2003 .

Plancherel measure for GL(n,F) and GL(m,D): explicit formulas and Bernstein decomposition

A. Aubert, R. Plymen, 2003, math/0302169.

Reduced C*-algebra of the p-adic group GL(n) II

R. Plymen, 2001, math/0110018.

The representation theory of p-adic GL(n) and Deligne-Langlands parameters

R. Plymen, J. E. Hodgins, 1996 .

The reduced C∗-algebra of the p-adic group GL(n)

R. Plymen, 1987 .

HECKE ALGEBRAS FOR INNER FORMS OF $p$ -ADIC SPECIAL LINEAR GROUPS

P. Baum, A. Aubert, R. Plymen, 2014, Journal of the Institute of Mathematics of Jussieu.

Extended quotients in the principal series of reductive p-adic groups

P. Baum, A. Aubert, R. Plymen, 2011, 1110.6596.

K‐theory and the connection index

T. Kamran, R. Plymen, 2012, 1202.3866.

Geometric structure in the tempered dual of SL(4)

Kuok Fai Chao, R. Plymen, 2006 .

Reduced C∗-algebra for reductive p-adic groups

R. Plymen, 1990 .

Periodic cyclic homology of certain nuclear algebras

J. Brodzki, R. Plymen, 1999, math/9906003.

Strong Morita equivalence, spinors and symplectic spinors

R. Plymen, 1986 .

On the Weyl character formula forSU(n)

R. Plymen, 1976 .

Morita equivalence for $k$-algebras

P. Baum, A. Aubert, R. Plymen, 2017, Banach Center Publications.

On the spectra of finite type algebras

P. Baum, A. Aubert, R. Plymen, 2017, 1705.01404.

The noncommutative geometry of inner forms of p-adic special linear groups

P. Baum, A. Aubert, R. Plymen, 2015 .

The Dirac operator and the principal series for complex semisimple Lie groups

R. Plymen, M. G. Penington, 1983 .

$L\sp 2$-Fourier transform for reductive $p$-adic groups

R. Plymen, C. Leung, 1991 .

Plancherel measure for and : Explicit formulas and Bernstein decomposition

A. Aubert, R. Plymen, 2003 .

The local Langlands correspondence for inner forms of SL$$_{n}$$n

P. Baum, A. Aubert, R. Plymen, 2013, 1305.2638.

ON L-PACKETS AND DEPTH FOR SL2(K) AND ITS INNER FORM

A. Aubert, R. Plymen, S. Mendes, 2016 .

The Weyl bundle

R. Plymen, 1982 .

Depth and the Local Langlands Correspondence

P. Baum, A. Aubert, R. Plymen, 2013, 1311.1606.

Depth and the local Langlands correspondence Aubert, Anne-Marie and Baum, Paul and Plymen, Roger and Solleveld, Maarten 2013

P. Baum, A. Aubert, R. Plymen, 2017 .

The local Langlands correspondence for inner forms of SLn Aubert, Anne-Marie and Baum, Paul and Plymen, Roger and Solleveld, Maarten 2013

P. Baum, A. Aubert, R. Plymen, 2017 .

L-packets and depth for SL_2(K) with K a local function field of characteristic 2

R. Plymen, S. Mendes, 2014, 1402.0184.

L-packets and formal degrees for SL_2(K) with K a local function field of characteristic 2

R. Plymen, S. Mendes, 2013, 1302.6038.

Smooth Duals of Inner Forms of $GL_n$ and $SL_n$

P. Baum, A. Aubert, R. Plymen, 2015, 1505.04361.

A GEOMETRIC COUNTERPART OF THE BAUM-CONNES MAP FOR GL(n).

J. Brodzki, R. Plymen, 2001, math/0112112.

Geometric structure in the representation theory of reductive $p$-adic groups II

P. Baum, A. Aubert, R. Plymen, 2011 .

Complex structure on the smooth dual of $GL(n)$

J. Brodzki, R. Plymen, 2002, Documenta Mathematica.

On depth in the local Langlands correspondence for tori

A. Aubert, R. Plymen, 2018, 1810.08046.

Note on the non-preservation of depth

R. Plymen, 2018, 1809.10625.

K-theory of the reduced C*-algebra of SL2(Qp)

R. Plymen, 1985 .

$K$-theory of the reduced $C\sp \ast$-algebra of $\rm SL\sb 2(\bf Q\sb p)$

R. Plymen, 1985 .

Geometry of the smooth dual of GL(n)

J. Brodzki, R. Plymen, 2000, math/0007107.

Epsilon factors as algebraic characters on the smooth dual of $\mathrm {GL}_n$

R. Plymen, 2016 .

EPSILON FACTORS AS ALGEBRAIC CHARACTERS ON THE SMOOTH DUAL OF GL n

R. Plymen, 2020 .

Geometric structure in smooth dual and local Langlands conjecture

P. Baum, A. Aubert, R. Plymen, 2014, Japanese Journal of Mathematics.

REPRESENTATION THEORY OF SEMISIMPLE GROUPS: An Overview Based on Examples

R. J. Plymen, R. Plymen, 1989 .

O ct 2 01 8 ON DEPTH IN THE LOCAL LANGLANDS CORRESPONDENCE FOR

A. Aubert, R. Plymen, 2018 .

C*-algebras and Mackey's axioms

R. Plymen, 1968 .

A modification of Piron's axioms

R. Plymen, 1968 .

Fourier algebra of a compact Lie group

R. Plymen, 2001, math/0104018.

Smooth Duals of Inner Forms of GLn and SLn

P. Baum, A. Aubert, R. Plymen, 2019 .