Institut de Mathématiques de Luminy

BIBLIOGRAPHIE - Richard ZEKRI

Année
Publications
Files Type
2011 Zekri Richard.
Factor representations of infinite semi-direct products.
Methods Funct. Anal. Topology 17, no. 2, 180--192, 2011.
PDF ACL
2003 Kosyak Alexandr, Zekri Richard.
Anti-Wick symbols for infinite products in K-homology.
K-Theory 29, no. 2, 117--145, 2003.
PDF ACL
2001 Kosyak Alexandr and Zekri Richard.
Regular representations of infinite-dimensional group $B\sp {\Bbb Z}\sb 0$ and factors.
Methods Funct. Anal. Topology 7, no. 4, 43--48, 2001.
abstr ACL
2000 Kosyak Alexandr and Zekri Richard
Regular representations of infinite-dimensional groups and factors. I,
Methods Funct. Anal. Topology 6, no. 2, 50--59, 2000
DVI ACL
1999 Kosyak Alexandr and Zekri Richard
Anti-Wick symbols on infinite tensor product spaces,
Methods Funct. Anal. Topology 5, no. 2, 29--39, 1999
abstr ACL


1998 Zekri Richard
Présentation du livre de Jean-Louis Loday : Cyclic homology,
La Gazette des Mathématiciens, no. 78, 118-122, octobre 1998
[Zek98b]
  Zekri Richard
K-homology relative to semisplit ideals,
K-Theory 13, no. 1, 69--80, 1998
[Zek98a]
  Kosyak Alexandr and Zekri Richard
Type of von Neumann algebra generated by regular representation of infinite dimensional groups,
Proceedings of short communications, ICM, Berlin (1998) and also in Vestnik Tambov Univ, 3, Vol.1, 47--48, 1998
[KZ98a]
[KZ98b]
1997 Zekri Richard
Coproducts and operations on cyclic cohomology,
Proceedings Conf. on quantum groups and non commutative geometry, Palerme, 1997
[Zek97]
1992 Weidner J. and Zekri Richard
An equivariant version of the Cuntz construction,
J. Operator Theory 27, no. 1, 3--15, 1992
 
 

Zekri Richard
Thom elements and bivariant cyclic cohomology,
K-Theory 6, no. 4, 335--346, 1992

 
1990

Zekri Richard
Abstract Bott periodicity in KK-theory,
K-Theory 3, no. 6, 543--559, 1990

 
1989

Zekri Richard
A new description of Kasparov's theory of C*-algebra extensions,
J. Funct. Anal. 84, no. 2, 441--471, 1989

 


Last update : november 28, 2012, EL.