activity
20022023
most citedHeuristic algorithm for solving of the graph isomorphism problem

1 citations · 3 across the 8 of their papers we have counts for

collaborators

8 papers

cs.DM2023

Finding the connected components of the graph using perturbations of the adjacency matrix

Alexander Prolubnikov

The problem of finding the connected components of a graph is considered. The algorithms addressed to solve the problem are used to solve such problems on graphs as problems of fin…

math.OC2022

On the representativeness of approximate solutions of discrete optimization problems with interval objective function

Alexander Prolubnikov

We consider discrete optimization problems with interval uncertatinty of objective function coefficients. The interval uncertainty models measurements errors. A pos\-sible optimal…

cs.DS2020

The interval greedy algorithm for discrete optimization problems with interval objective function

Alexander Prolubnikov

We consider a wide class of the discrete optimization problems with interval objective function. We give a generalization of the greedy algorithm for the problems. Using the algori…

cs.DS2018

An estimation of the greedy algorithm's accuracy for a set cover problem instance

Alexander Prolubnikov

Considering the set cover problem, by modifying the approach that gives a logarithmic approximation guarantee for the greedy algorithm, we obtain an estimation of the greedy algori…

cs.DM2015★ 1 cited

Reduction of the graph isomorphism problem to equality checking of -variables polynomials and the algorithms that use the reduction

Alexander Prolubnikov

The graph isomorphism problem is considered. We assign modified -variable characteristic polynomials for graphs and reduce the graph isomorphism problem to the problem of the po…

cs.CC2010★ 1 cited

On a new complete invariant of acyclic graphs

A. Prolubnikov

A new complete invariant for acyclic graphs is presented