Projects
Reading
People
Chat
SU\G
(đž)
/K·U
Projects
Reading
People
Chat
Sign Up
Light
Dark
System
Osnel Broche Cristo
Follow
Share
Generating author description...
All published works
Action
Title
Year
Authors
+
PDF
Chat
ANTISYMMETRIC ELEMENTS IN GROUP RINGS II
2009
Osnel Broche Cristo
Eric Jespers
CĂ©sar Polcino Milies
Manuel Ruiz MarĂn
+
PDF
Chat
COMMUTATIVITY OF SKEW SYMMETRIC ELEMENTS IN GROUP RINGS
2007
Osnel Broche Cristo
CĂ©sar Polcino Milies
+
Symmetric Elements Under Oriented Involutions in Group Rings
2006
Osnel Broche Cristo
CĂ©sar Polcino Milies
+
Lie identities in symmetric elements in group rings
2006
Osnel Broche Cristo
Manuel Ruiz Marââ n
+
Commutativity of symmetric elements in group rings
2006
Osnel Broche Cristo
+
Central idempotents in group algebras
2006
Osnel Broche Cristo
CĂ©sar Polcino Milies
+
Commutativity of units in group rings
2006
Osnel Broche Cristo
CĂ©sar Polcino Milies
+
A comutatividade dos elementos simétricos e anti-simétricos em Anéis de Grupo
2003
Osnel Broche Cristo
Common Coauthors
Coauthor
Papers Together
CĂ©sar Polcino Milies
5
Manuel Ruiz MarĂn
1
Eric Jespers
1
Manuel Ruiz Marââ n
1
Commonly Cited References
Action
Title
Year
Authors
# of times referenced
+
Lie nilpotence of group rings
1993
Antonio Giambruno
Sudarshan K. Sehgal
4
+
On Symmetric Elements and Symmetric Units in Group Rings
2006
Eric Jespers
Manuel Ruiz MarĂn
3
+
PDF
Chat
ON SYMMETRIC UNITS IN GROUP ALGEBRAS
2001
Victor Bovdi
3
+
Commutativity of symmetric elements in group rings
2006
Osnel Broche Cristo
3
+
Alternative loop rings
1996
Edgar G. Goodaire
2
+
Symmetric units in integral group rings
1997
Victor Bovdi
M. M. Parmenter
2
+
Unitary units and skew elements in group algebras
2003
Antonio Giambruno
CĂ©sar Polcino Milies
2
+
UNITARITY OF THE MULTIPLICATIVE GROUP OF AN INTEGRAL GROUP RING
1984
A. A. Bovdi
2
+
Symmetric units and group identities
1998
Antonio Giambruno
Surinder K. Sehgal
A. Valenti
2
+
SOME RESULTS ON BICYCLIC UNITS IN AN INTEGRAL GROUP RING
2001
Yuanlin Li
2
+
ALGEBRAIC CONSTRUCTION AND PROPERTIES OF HERMITIAN ANALOGS OF $ K$-THEORY OVER RINGS WITH INVOLUTION FROM THE VIEWPOINT OF HAMILTONIAN FORMALISM. APPLICATIONS TO DIFFERENTIAL TOPOLOGY AND THE THEORY OF CHARACTERISTIC CLASSES. II
1970
S P Novikov
2
+
Nilpotent Symmetric Units in Group Rings
2003
Gregory T. Lee
2
+
PDF
Chat
Unitary subgroup of integral group rings
1992
A. A. Bovdi
S. K. Sehgal
2
+
PDF
Chat
Symmetric units in modular group algebras
1996
Victor Bovdi
LĂĄszlĂł KovĂĄcs
Sarita Sehgal
2
+
Group identities on units of rings
1994
Antonio Giambruno
Eric Jespers
A. Valenti
1
+
On Lie metabelian group rings
1994
Frank Levin
Gerhard Rosenberger
1
+
PDF
Chat
Lie Solvable Group Rings
1973
Inder Bir S. Passi
D. S. Passman
Surinder K. Sehgal
1
+
Group rings satisfying a polynomial identity
1972
D. S. Passman
1
+
PDF
Chat
Group algebras whose units satisfy a group identity. II
1997
D. S. Passman
1
+
PDF
Chat
Constructing free subgroups of integral group ring units
1997
Zbigniew Marciniak
Sudarshan K. Sehgal
1
+
The lie<i>n</i>-engel property in group rings
2000
Gregory T. Lee
1
+
Rings with involution
1968
S. A. Amitsur
1
+
PDF
Chat
Groups with Representations of Bounded Degree
1964
I. M. Isaacs
D. S. Passman
1
+
On the Lie ideals of a ring
1983
Narain Gupta
Frank Levin
1
+
Unitary units in group algebras
2001
Jairo Z. Gonçalves
D. S. Passman
1
+
PDF
Chat
COMMUTATIVITY OF SKEW SYMMETRIC ELEMENTS IN GROUP RINGS
2007
Osnel Broche Cristo
CĂ©sar Polcino Milies
1
+
A comutatividade dos elementos simétricos e anti-simétricos em Anéis de Grupo
2003
Osnel Broche Cristo
1
+
An Introduction to Group Rings
2002
CĂ©sar Polcino Milies
Sudarshan K. Sehgal
1
+
Lie algebra associated with linear group
1981
Alexandre Zalesski
M.B. Smirnov
1
+
Symmetric Elements Under Oriented Involutions in Group Rings
2006
Osnel Broche Cristo
CĂ©sar Polcino Milies
1
+
PDF
Chat
Group algebras with units satisfying a group identity
1999
Chia-Hsin Liu
1
+
Units OF Z(<i>G Ă C</i><sub>2</sub>)
1998
Yuanlin Li
1
+
Identities in rings with involutions
1969
S. A. Amitsur
1
+
Group rings whose symmetric elements are Lie nilpotent
1999
Gregory T. Lee
1
+
ANTISYMMETRIC ELEMENTS IN GROUP RINGS
2005
Eric Jespers
Manuel Ruiz MarĂn
1
+
Topics in Group Rings
1978
Sudarshan K. Sehgal
1