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Emzar Khmaladze
Observed names:
E. KHMALADZE,
E. Khmaladze,
Emzar KHMALADZE,
Khmaladze, Emzar
Institution:
University of Georgia
Observed institutions:
Tbilisi State University,
Georgian Technical University,
University of Georgia,
Universidade de Santiago de Compostela,
Georgian National Academy of Sciences,
University of Georgia,
Universidade de Vigo
show all 7
ORCID:
0000-0001-9492-982X
Observed ORCID:
0000-0001-9492-982X
OpenAlex ID:
A5055935819
Works
36
Awards
1
Non-abelian tensor product and homology of Lie superalgebras
2015
·
Xabier García-Martínez
, Emzar Khmaladze
, et al.
·
Journal of Algebra
·
28
PDF
On $$\mathsf {Lie}$$ Lie -central extensions of Leibniz algebras
2016
·
J. M. Casas
, E. Khmaladze
·
Revista de la Real Academia de Ciencias Exactas Físicas y Naturales Serie A Matemáticas
·
21
PDF
Crossed modules for Leibniz n-algebras
2008
·
J. M. Casas
, E. Khmaladze
, et al.
·
Forum Mathematicum
·
21
More on crossed modules in Lie, Leibniz, associative and diassociative algebras
2016
·
J. M. Casas
, R. F. Casado
, et al.
·
Journal of Algebra and Its Applications
·
17
PDF
Homology and central extensions of Leibniz and Lie $n$-algebras
2011
·
José Manuel Casas
, Emzar Khmaladze
, et al.
·
Homology Homotopy and Applications
·
15
PDF
Homotopy classification of graded Picard categories
2007
·
A.M. Cegarra
, E. Khmaladze
·
Advances in Mathematics
·
15
PDF
A Non-abelian Tensor Product of Hom–Lie Algebras
2016
·
J. M. Casas
, E. Khmaladze
, et al.
·
Bulletin of the Malaysian Mathematical Sciences Society
·
13
PDF
Cyclic homologies of crossed modules of algebras
2012
·
Guram Donadze
, Nick Inassaridze
, et al.
·
Journal of Noncommutative Geometry
·
12
PDF
A non-abelian exterior product and homology of Leibniz algebras
2017
·
Guram Donadze
, Xabier García-Martínez
, et al.
·
Revista Matemática Complutense
·
11
PDF
On Solvability and Nilpotency of Leibnizn-Algebras
2006
·
J. M. Casas
, E. Khmaladze
, et al.
·
Communications in Algebra
·
11
Non-abelian Homology of Lie Algebras
2004
·
N. INASSARIDZE
, E. KHMALADZE
, et al.
·
Glasgow Mathematical Journal
·
11
PDF
Low-dimensional non-abelian Leibniz cohomology
2011
·
José Manuel Casas
, Emzar Khmaladze
, et al.
·
Forum Mathematicum
·
10
Adjunction between crossed modules of groups and algebras
2014
·
J. M. Casas
, N. Inassaridze
, et al.
·
Journal of Homotopy and Related Structures
·
9
PDF
Homotopy classification of braided graded categorical groups
2006
·
A.M. Cegarra
, E. Khmaladze
·
Journal of Pure and Applied Algebra
·
9
Homology of (n+1) -types and Hopf type formulas
2005
·
J.M. Casas
, N. Inassaridze
, et al.
·
Journal of Pure and Applied Algebra
·
9
Higher Hopf formula for homology of Leibniz n -algebras
2009
·
J.M. Casas
, E. Khmaladze
, et al.
·
Journal of Pure and Applied Algebra
·
8
PDF
Actor of a crossed module of Leibniz algebras
2018
·
José Manuel Casas
, Rafael Fernández-Casado
, et al.
·
Theory and applications of categories
·
7
PDF
A non-abelian Hom-Leibniz tensor product and applications
2017
·
J. M. Casas
, E. Khmaladze
, et al.
·
Linear and Multilinear Algebra
·
7
PDF
Universal enveloping crossed module of a Lie crossed module
2014
·
José Manuel Casas
, Rafael F. Casado
, et al.
·
Homology Homotopy and Applications
·
6
PDF
More about homological properties of precrossed modules
2000
·
Nick Inassaridze
, Emzar Khmaladze
·
Homology Homotopy and Applications
·
6
PDF
Non-abelian tensor and exterior products modulo $q$ and universal $q$-central relative extension of Lie algebras
1999
·
Emzar Khmaladze
·
Homology Homotopy and Applications
·
6
PDF
On the capability of Leibniz algebras
2020
·
Emzar Khmaladze
, Revaz Kurdiani
, et al.
·
Georgian Mathematical Journal
·
5
PDF
Hopf formulas for equivariant integral homology of groups
2010
·
Hvedri Inassaridze
, Emzar Khmaladze
·
Proceedings of the American Mathematical Society
·
4
PDF
Central Derivations, Centroids and Skew-Symmetric Bi-derivations of Leibniz (n-)Algebras
2025
·
José Manuel Casas
, Emzar Khmaladze
, et al.
·
Bulletin of the Brazilian Mathematical Society New Series
·
3
PDF
On some properties preserved by the non-abelian tensor product of Hom-Lie algebras
2019
·
J. M. Casas
, E. Khmaladze
, et al.
·
Linear and Multilinear Algebra
·
3
PDF
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Works count:
36
Citation count:
276
H-index:
11
I10-index:
12
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