P. Baum

发表

Singularities of holomorphic foliations

R. Bott, P. Baum, 1972 .

Riemann-roch for singular varieties

W. Fulton, R. Macpherson, P. Baum, 1975 .

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

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

On the Baum–Connes conjecture in the real case

M. Karoubi, P. Baum, 2004, math/0509495.

The K-Theory of Heegaard-Type Quantum

P. Baum, P. M. Hajac, R. Matthes, 2006 .

The principal series of p ‐adic groups with disconnected center

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

Infinitesimal isometries and pontryagin numbers

J. Cheeger, P. Baum, 1969 .

Noncommutative Geometry Approach to Principal and Associated Bundles

P. Baum, P. M. Hajac, R. Matthes, 2006, math/0701033.

On the Equivalence of Geometric and Analytic K-Homology

T. Schick, P. Baum, N. Higson, 2007, math/0701484.

A Geometric Description of Equivariant K-Homology for Proper Actions

T. Schick, P. Baum, N. Higson, 2009, 0907.2066.

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

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

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.

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

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

Operator Algebras and Applications: K-theory for discrete groups

A. Connes, P. Baum, 1989 .

K-homology and index theory on contact manifolds

P. Baum, E. Erp, 2011, 1107.1741.

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.

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

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

Riemann-Roch and topologicalK-theory for singular varieties

W. Fulton, R. Macpherson, P. Baum, 1979 .

Topics in Algebraic and Topological K-Theory

Rubén J. Sánchez-García, P. Baum, B. Toën, 2010 .

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.

CHERN CHARACTER FOR DISCRETE GROUPS

A. Connes, P. Baum, 1988 .

Conjectures about p-adic groups and their noncommutative geometry

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

On the Zeroes of Meromorphic Vector-Fields

R. Bott, P. Baum, 1970 .

Classifying Space for Proper Actions and K-Theory of Group C*-algebras

A. Connes, P. Baum, N. Higson, 2004 .

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.

Periodic cyclic homology of Iwahori-Hecke algebras

V. Nistor, P. Baum, 2002 .

Periodic cyclic homology of Iwahori–Hecke algebras∗

Victor Nistor, V. Nistor, P. Baum, 2001, math/0201201.

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.

Expanders, exact crossed products, and the Baum–Connes conjecture

P. Baum, E. Guentner, R. Willett, 2013, 1311.2343.

Lefschetz-riemann-roch for singular varieties

W. Fulton, P. Baum, George Quart, 1979 .

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

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

Relative K homology and C* algebras

R. Douglas, P. Baum, 1991 .

Equivariant–Bivariant Chern Character for Profinite Groups

P. Baum, P. Schneider, 2002 .

K-theory for group C -algebras

P. Baum, Rub'en J. S'anchez-Garc'ia, 2009, 0908.1066.

THE COHOMOLOGY OF QUOTIENTS OF CLASSICAL GROUPS

W. Browder, P. Baum, Paul Baum, 1965 .

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

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

Vector fields and Gauss-Bonnet

P. Baum, 1970 .

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 .

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

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

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

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

Structure of foliation singularities

P. Baum, 1975 .

Cycles and relative cycles in analytic $K$-homology

R. Douglas, P. Baum, Michael Taylor, 1989 .

Geometric structure in smooth dual and local Langlands conjecture

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

Toeplitz Operators and Poincaré Duality

R. Douglas, P. Baum, 1982 .

The Index Theorem for Toeplitz Operators as a Corollary of Bott Periodicity

P. Baum, E. Erp, 2020, 2010.02906.

On the cohomology of homogeneous spaces

P. Baum, 1968 .

Free actions of compact quantum group on unital C*-algebras

P. Baum, P. M. Hajac, K. Commer, 2013, 1304.2812.

The real cohomology of differentiable fibre bundles

P. Baum, Larry Smith, 1967 .

Cohomology of homogeneous spaces

P. Baum, 1963 .

Smooth Duals of Inner Forms of GLn and SLn

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

K-homology and Fredholm operators I: Dirac operators

P. Baum, E. Erp, 2016, Journal of Geometry and Physics.