- NEW LOWER BOUNDS ON THE MULTICOLOR RAMSEY NUMBERS rk(C4)
- GENERAL PROPERTIES OF SOME FAMILIES OF GRAPHS DEFINED BY SYSTEMS OF EQUATIONS
- On the maximum number of C # in a quadrilateralfree bipartite graph
- NEW LOWER BOUNDS ON THE MULTICOLOR RAMSEY NUMBERS r k (C 4 )
- ON SOLUTIONS OF A CLASS OF DIFFERENTIAL EQUATIONS DAVID P. BELLAMY and FELIX LAZEBNIK
- On the maximum number of C6s in a quadrilateral-free bipartite graph
- A New Series of Dense Graphs of High Girth 1 F. LAZEBNIK
- Proposed Problem: Large Values of Tan n David P. Bellamy,
- On the nondegeneracy of quadratic forms Brian Kronenthal and Felix Lazebnik
- Proposed Problem: Large Values of Tan n David P. Bellamy,
- New lower bounds for Ramsey numbers of graphs and hypergraphs Felix Lazebnik
- NEW EXAMPLES OF GRAPHS WITHOUT SMALL CYCLES AND OF LARGE SIZE1
- An Extremal Characterization of the Incidence Graphs of Projective Planes
- NEW CONSTRUCTIONS OF BIPARTITE GRAPHS ON m; n VERTICES, WITH MANY EDGES, AND WITHOUT SMALL CYCLES 1
- On the number of nowhere zero points in linear mappings Department of Mathematical Sciences
- Random Walks on Rooted Trees Felix Lazebnik, Wenbo Li and Ryan Martin #
- On a Method in Algebra and Geometry # Felix Lazebnik
- An Extremal Characterization of the Incidence Graphs of Projective Planes
- Algorithmic Search for Extremal Graphs of Girth At Least Five
- PROPERTIES OF CERTAIN FAMILIES OF 2k--CYCLE FREE GRAPHS 1 F. LAZEBNIK
- Random Walks on Rooted Trees Felix Lazebnik, Wenbo Li and Ryan Martin
- An Extremal Property of Turan Graphs Felix Lazebnik
- Algorithmic Search for Extremal Graphs of Girth At Least Five
- On a bound for the maximum number of C # in a 4--cycle free bipartite graph
- NEW CONSTRUCTIONS OF BIPARTITE GRAPHS ON m, n VERTICES, WITH MANY EDGES, AND WITHOUT SMALL CYCLES 1
- GENERAL PROPERTIES OF SOME FAMILIES OF GRAPHS DEFINED BY SYSTEMS OF EQUATIONS
- Polarities and 2k-cycle-free graphs Felix Lazebnik y
- On the Structure of Extremal Graphs of High Felix Lazebnik +
- Short Proofs of Two Basic Properties of Central Projections
- Extremal Graphs without Three-Cycles or Four-Cycles David K. Garnick
- PROPERTIES OF CERTAIN FAMILIES OF 2kCYCLE FREE GRAPHS1 F. LAZEBNIK
- EXPLICIT CONSTRUCTION OF GRAPHS WITH AN ARBITRARY LARGE GIRTH AND OF LARGE SIZE 1
- On the Structure of Extremal Graphs of High Felix Lazebnik
- Polarities and 2k-cycle-free graphs Felix Lazebnik
- ORTHOMORPHISMS AND THE CONSTRUCTION OF PROJECTIVE PLANES
- An Isomorphism Criterion for Monomial Graphs Vasyl Dmytrenko, Felix Lazebnik,
- An Extremal Characterization of Projective Planes Stefaan De Winter
- Advice for Graduating Ph.D. Students Felix Lazebnik and Keith E. Mellinger
- ON SOLUTIONS OF A CLASS OF DIFFERENTIAL EQUATIONS DAVID P. BELLAMY and FELIX LAZEBNIK
- Short Proofs of Two Basic Properties of Central Projections
- ARTICLE IN PRESS YFFTA:566 Please cite this article in press as: V. Dmytrenko et al., On monomial graphs of girth eight, Finite Fields Appl. (2006),
- Short Proofs of Two Basic Properties of Central Projections
- Note di Matematica 29, n. 1, 2009, 135151. DOI 10.1285/i15900932v29n1supplp135
- On the number of nowhere zero points in linear mappings Department of Mathematical Sciences
- On a bound for the maximum number of C8s in a 4cycle free bipartite graph
- ON SYSTEMS OF LINEAR DIOPHANTINE EQUATIONS FELIX LAZEBNIK
- On the number of k-gons in finite projective planes Felix Lazebnik
- An Extremal Property of Turan Graphs Felix Lazebnik
- Extremal Graphs of Girth Five David K. Garnick
- EXPLICIT CONSTRUCTION OF GRAPHS WITH AN ARBITRARY LARGE GIRTH AND OF LARGE SIZE 1
- Extremal Graphs without Three-Cycles or Four-Cycles David K. Garnick
- NEW EXAMPLES OF GRAPHS WITHOUT SMALL CYCLES AND OF LARGE SIZE 1
- An Isomorphism Criterion for Monomial Graphs Vasyl Dmytrenko, Felix Lazebnik,
- ON SYSTEMS OF LINEAR DIOPHANTINE EQUATIONS FELIX LAZEBNIK
- A New Series of Dense Graphs of High Girth 1 F. LAZEBNIK
- Irregularity Strength of Dense Graphs Bill Cuckler and Felix Lazebnik
- On a Method in Algebra and Geometry Felix Lazebnik
- ORTHOMORPHISMS AND THE CONSTRUCTION OF PROJECTIVE PLANES
- New lower bounds for Ramsey numbers of graphs and hypergraphs Felix Lazebnik # and Dhruv Mubayi +
- Short Proofs of Two Basic Properties of Central Projections
- On the classification of planar monomials over fields of square order
