4 citations · 4 across the 6 of their papers we have counts for
6 papers
Upper bound on the edge Folkman number
Nikolay Kolev
In this paper we discuss a class of combinatorial constants in Ramsey theory- edge Folkman numbers. We give an upper bound on one of them- the number F_e(3,3,3;13).
Bounds on some edge Folkman numbers
Nikolay Rangelov Kolev
We give some bounds on edge Folkman numbers.
New Upper Bound for the Edge Folkman Number Fe(3,5;13)
Nikolay Kolev
In this paper we prove that the edge Folkman number Fe(3,5;13) is not greater than 21.
New recurrent inequality on a class of vertex Folkman numbers
Nikolay Rangelov Kolev, Nedyalko Dimov Nenov
We give a new recurrent inequality on a class of vertex Folkman numbers.
An example of a 16-vertex Folkman edge (3,4)-graph without 8-cliques
N. Kolev, N. Nenov
In this paper we prove a new upper bouhd on an edge Folkman number. In a previous paper we have proved that this bound is exact.
New upper bound for a class of vertex Folkman numbers
N. Kolev, N. Nenov
We improve the previuosly known bound for some vertex Folkman numbers.