László Pyber

Q: What Schools Are Affiliated With László Pyber

László Pyber is affiliated with the following schools: Imperial College London, University of Oxford, Eötvös Loránd University, University of Chicago

László Pyber's AcademicInfluence.com Rankings

László Pyber

Mathematics

#2620

World Rank

#4011

Historical Rank

Group Theory

#90

World Rank

#116

Historical Rank

Algebra

#332

World Rank

#462

Historical Rank

Measure Theory

#3984

World Rank

#4694

Historical Rank

mathematics Degrees

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Mathematics

László Pyber's Degrees

PhD Mathematics Eötvös Loránd University

Why Is László Pyber Influential?

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According to Wikipedia, László Pyber is a Hungarian mathematician. He is a researcher at the Alfréd Rényi Institute of Mathematics, Budapest. He works in combinatorics and group theory. Biography Pyber received his Ph.D. from the Hungarian Academy of Sciences in 1989 under the direction of László Lovász and Gyula O.H. Katona with the thesis Extremal Structures and Covering Problems.

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László Pyber's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Growth in finite simple groups of Lie type of bounded rank (2010) (166)
Vertex coverings by monochromatic cycles and trees (1991) (141)
A new generalization of the Erdös-Ko-Rado theorem (1986) (115)
Asymptotic Results for Permutation Groups (1991) (97)
Product decompositions of quasirandom groups and a Jordan type theorem (2007) (91)
Product growth and mixing in finite groups (2008) (79)
Enumerating finite groups of given order (1993) (70)
Covering the Edges of a Connected Graph by Paths (1996) (68)
The Number of Pairwise Non-Commuting Elements and the Index of the Centre in a Finite Group (1987) (67)
On Random Generation of the Symmetric Group (1993) (64)
Upper Bounds for the Number of Conjugacy Classes of a Finite Group (1997) (60)
Covering a graph by complete bipartite graphs (1997) (55)
On the Orders of Doubly Transitive Permutation Groups, Elementary Estimates (1993) (51)
Maximal subgroups in finite and profinite groups (1996) (46)
Finite Groups Have Many Conjugacy Classes (1992) (46)
Dense Graphs without 3-Regular Subgraphs (1995) (42)
Random generation of finite and profinite groups and group enumeration (2011) (39)
Finite linear groups and bounded generation (2001) (34)
Residual properties of free groups and probabilistic methods (2003) (32)
Small topological complete subgraphs of “dense” graphs (1988) (31)
On a conjecture of G.E. Wall (2007) (29)
Diffeomorphism Groups of Compact 4-manifolds are not always Jordan (2014) (28)
How to find many counterfeit coins? (1986) (28)
Groups without Faithful Transitive Permutation Representations of Small Degree (1997) (28)
Normalizers of Primitive Permutation Groups (2016) (24)
Asymptotic Results for Primitive Permutation Groups (1997) (24)
Regular subgraphs of dense graphs (1985) (24)
Groups of intermediate subgroup growth and a problem of Grothendieck (2004) (24)
An erdős—Gallai conjecture (1985) (23)
Discrete groups of slow subgroup growth (1996) (22)
Counting congruence subgroups (2004) (19)
Graphs with automorphism groups admitting composition factors of bounded rank (2012) (19)
Profinite groups with many commuting pairs or involutions (2000) (19)
Permutation Groups without Exponentially Many Orbits on the Power Set (1991) (17)
Permutation groups, minimal degrees and quantum computing (2006) (17)
Group Enumeration and Where It Leads Us (1998) (16)
Combinatorics in pure mathematics (1996) (16)
Clique covering of graphs (1986) (15)
On the product decomposition conjecture for finite simple groups (2011) (15)
Isomorphic subgraphs in a graph (1988) (14)
Bounded Generation and Linear Groups (2003) (14)
Counting primes, groups, and manifolds. (2004) (14)
On faithful permutation representations of small degree (1993) (13)
Asymptotic results for simple groups and some applications (1995) (13)
The edge reconstruction of hamiltonian graphs (1990) (13)
Small Groups of Automorphisms (1998) (13)
Claw-free graphs are edge reconstructible (1988) (12)
Growth in linear groups (2012) (12)
Groups with super-exponential subgroup growth (1996) (12)
How Abelian is a Finite Group? (2013) (12)
Finitely generated groups with polynomial index growth (2007) (10)
Menger-type theorems with restrictions on path lengths (1993) (10)
A Bound for the Diameter of Distance-Regular Graphs (1999) (9)
An extension of a frankl-füredi theorem (1984) (9)
Combinatorics, Geometry and Probability: On Random Generation of the Symmetric Group (1997) (8)
Polynomial Index Growth Groups (2000) (7)
An improved diameter bound for finite simple groups of Lie type (2018) (6)
Bounded Generation and Subgroup Growth (2002) (6)
On one-factorizations of the complete graph (1987) (5)
Finite groups with large Noether number are almost cyclic (2017) (5)
Residual properties of groups and probabilistic methods (2001) (5)
A CFSG-free analysis of Babai's quasipolynomial GI-algorithm (2016) (5)
Large connected strongly regular graphs are Hamiltonian (2014) (4)
Old groups can learn new tricks (2003) (4)
On the number of stabilizer subgroups in a finite group acting on a manifold (2021) (3)
Covering a graph by topological complete subgraphs (1990) (3)
A generalization of the diameter bound of Liebeck and Shalev for finite simple groups (2020) (2)
Finite subgroups of the homeomorphism group of a compact topological manifold are almost nilpotent (2022) (2)
Some simplifications in the proof of the Sims conjecture (2021) (1)
Dense graphs and edge reconstruction (1996) (1)
Upper bounds for the Noether number of a finite group (2017) (1)
A generalization of a theorem of Rodgers and Saxl for simple groups of bounded rank (2019) (1)
Book reviews (1989) (0)
1 2 8 Ju l 2 00 6 Permutation groups , minimal degrees and quantum computing (0)
Diszkrét matematika = Discrete mathematics (2009) (0)
On $p$-groups with a maximal elementary abelian normal subgroup of rank $k$ (2023) (0)
Diszkrét matematika és alkalmazásai = Discrete mathematics and its applications (2007) (0)
Counting congruence subroups (2004) (0)
Finding defective coins (1988) (0)

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Other Resources About László Pyber

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What Schools Are Affiliated With László Pyber?

László Pyber is affiliated with the following schools:

László Pyber's Academic­Influence.com Rankings

László Pyber's Degrees

Why Is László Pyber Influential?

László Pyber's Published Works

Published Works

Other Resources About László Pyber

What Schools Are Affiliated With László Pyber?

László Pyber's AcademicInfluence.com Rankings