Name
Papers
Collaborators
EUGENE M. LUKS
33
33
Citations 
PageRank 
Referers 
1188
299.93
1206
Referees 
References 
164
301
Search Limit
1001000
Title
Citations
PageRank
Year
Group Isomorphism with Fixed Subnormal Chains00.342015
Polynomial-time normalizers.00.342011
Generalizing Boolean satisfiability II: theory100.562011
Generalizing Boolean satisfiability III: implementation80.472011
Combinatorics of Singly-Repairable Families10.382005
Implementing a generalized version of resolution40.482004
The Complexity of Symmetry-Breaking Formulas70.822004
Polynomial-time normalizers for permutation groups with restricted composition factors40.562002
Symmetry Breaking in Constraint Satisfaction20.392002
Hypergraph isomorphism and structural equivalence of Boolean functions150.851999
Sylow subgroups in parallel00.341999
Fast Management of Permutation Groups I262.891997
Some algorithms for nilpotent permutation groups20.371997
Multiplicative equations over commuting matrices281.881996
Symmetry-Breaking Predicates for Search Problems21912.331996
Computing the Fitting subgoup and solvable radical for small-basepermutation groups in nearly linear time.30.561995
Computing normalizers in permutation p-groups30.501994
Computing in solvable matrix groups202.541992
Permutation groups and polynomial-time computation553.301991
Fast Monte Carlo algorithms for permutation groups342.691991
Computing Composition Series in Primitive Groups.20.581991
Computing in quotient groups141.821990
Parallel algorithms for solvable permutation groups121.101988
Permutation groups in NC394.811987
An O(n3log n) deterministic and an O(n3) Las Vegs isomorphism test for trivalent graphs60.561987
Computing the composition factors of a permutation group in polynomial time253.291987
Parallel algorithms for permutation groups and graph isomorphism332.631986
Fast parallel computation with permutation groups102.431985
Canonical labeling of graphs1115.601983
Computational complexity and the classification of finite simple groups385.061983
An O(n^3 log n) Deterministic and an O(n^3) Probabilistic Isomorphism Test for Trivalent Graphs10.511982
Isomorphism of graphs of bounded valence can be tested in polynomial time306102.791982
Polynomial-Time Algorithms for Permutation Groups150136.191980