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Tibor Juhász

Observed names: Juhasz, Tibor, Juhász, Tibor, TIBOR JUHASZ, TIBOR JUHÁSZ
ORCID: 0000-0003-1894-8302
Observed ORCID: 0000-0003-1894-8302
OpenAlex ID: A5017547307
On approximately Breckner s-convex functions †
2011 · Pál Burai, Attila Házy, et al. · University of Debrecen Electronic Archive (University of Debrecen) · 18
Bernstein-Doetsch type results for (k;h)-convex functions
2009 · Pál Burai, Attila Házy, et al. · Publicationes Mathematicae Debrecen · 17
Modular Group Algebras with Almost Maximal Lie Nilpotency Indices
2006 · Victor Bovdi, Tibor Juhász, et al. · Algebras and Representation Theory · 17
The derived length of the unit group of a group algebra — The case G′ = Sylp(G)
2016 · Tibor Juhász · Journal of Algebra and Its Applications · 8
Lie Derived Lengths of Group Algebras of Groups with Cyclic Derived Subgroup
2008 · Zsolt Balogh, Tibor Juhász · Communications in Algebra · 7
On the Lower Bound of the Derived Length of the Unit Group of a Nontorsion Group Algebra
2019 · Tibor Juhász, Gregory T. Lee, et al. · Algebras and Representation Theory · 5
Group rings with metabelian unit groups
2021 · Tibor Juhász, Ernesto Spinelli · Journal of Pure and Applied Algebra · 4
A composite functional equation from algebraic aspect
2013 · Pál Burai, Attila Házy, et al. · Aequationes Mathematicae · 4
Nilpotency class of symmetric units of group algebras
2011 · ZSOLT BALOGH, TIBOR JUHASZ · Publicationes Mathematicae Debrecen · 4
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Nilpotency Indices of Symmetric Elements of Group Algebras
2012 · Zsolt Balogh, Tibor Juhász · Communications in Algebra · 3
On the commutator subgroup of the unit group of a modular group algebra
2025 · Tibor Juhász, Meena Sahai · Journal of Group Theory · 2
Modular group algebras with centrally metabelian unit groups
2023 · Tibor Juhász, Meena Sahai · Journal of Algebra · 2
On group algebras whose group of units has maximal derived length
2018 · Tibor Juhász, János Kurdics · Communications in Algebra · 2
On the derived length of the unit group of group algebras of groups with cyclic commutator subgroup
2022 · Ágota Figula, Tibor Juhász · Communications in Algebra · 1
Conditions for groups whose group algebras have minimal Lie derived length
2010 · Zsolt Balogh, Tibor Juhász · Acta Biologica Plantarum Agriensis (Eszterházy Károly University, Hungary) · 1
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Remarks on the Lie derived lengths of group algebras of groups with cyclic derived subgroup
2007 · Zsolt Balogh, Tibor Juhász · Acta Biologica Plantarum Agriensis (Eszterházy Károly University, Hungary) · 1
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Commutator identities on group algebras
2014 · Tibor Juhász · Acta Biologica Plantarum Agriensis (Eszterházy Károly University, Hungary)
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Commutator Identities on Symmetric Elements of Group Algebras
2013 · TIBOR JUHÁSZ, ENIKŐ TÓTH · Journal of Algebra and Its Applications
Modular group algebras with almost maximal Lie nilpotency indices. I
2005 · Bovdi, Victor, Juhasz, Tibor, et al. · arXiv (Cornell University)
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Works count: 21
Citation count: 96
H-index: 5
I10-index: 3
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