Guilherme Leal - Concepedia

Author

Guilherme Leal

Universidade Federal do Rio de Janeiro

Also Known As

GUILHERME LEAL, Guilherme Leal, Guilherme Viriato Leal

Publications

218

Citations

H-Index

Concepts

All Affiliations

Universidade Federal do Rio de Janeiro Memorial University of Newfoundland Universidad de Murcia Vrije Universiteit Brussel

About

Guilherme Leal is an author at Universidade Federal do Rio de Janeiro specializing in linear groups, education, and representation theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Education	3	3	78
2	Group Theory (Abstract Algebra)	1	1	12
3	Group Theory (Counseling Psychology)	1	1	12
4	Combinatorial Group Theory	1	1	12
5	Geometric Group Theory	1	1	15

Guilherme Leal

Publications

201

Citations

H-Index

Page 1

	Year	Citations
Generators of large subgroups of the unit group of integral group rings Eric Jespers, Guilherme Leal manuscripta mathematica Integral Group RingsRing TheoryUnit GroupFrattini SubgroupNilpotent Group	1993	60
CENTRAL IDEMPOTENTS IN THE RATIONAL GROUP ALGEBRA OF A FINITE NILPOTENT GROUP Eric Jespers, Guilherme Leal, Antonio Paques Journal of Algebra and Its Applications Abstract AlgebraRepresentation TheoryCharacter TableLinear GroupsFrattini Subgroup	2003	36
Presentations of the unit group of an order in a non-split quaternion algebra Capi Corrales, Eric Jespers, Guilherme Leal, Advances in Mathematics Clifford AlgebraRepresentation TheoryUnit GroupNon-commutative AlgebraQuantum Algebra	2003	31
Describing units of integral group rings of some 2-groups Eric Jespers, Guilherme Leal Communications in Algebra Integral Group RingsAbstract AlgebraRepresentation TheoryRing TheoryLinear Groups	1991	30
Products of Free Groups in the Unit Group of Integral Group Rings II Guilherme Leal, Ángel del Rı́o Journal of Algebra Unit GroupFree GroupsRing Theory	1997	17
Products of Free Groups in the Unit Group of Integral Group Rings Eric Jespers, Guilherme Leal, Ángel del Rı́o Journal of Algebra Geometric Group TheoryIntegral Group RingsRing TheoryUnit GroupFree Groups	1996	15
Units of Integral Group Rings of Some Metacyclic Groups Eric Jespers, Guilherme Leal, César Polcino Milies Canadian Mathematical Bulletin Integral Group RingsAbstract AlgebraGroup Theory (Counseling Psychology)Ring TheoryLinear Groups	1994	12

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