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   <subfield code="a">Using a Collective of Agents for Exploration of Undirected Graphs</subfield>
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   <subfield code="a">This paper considers the problem of exploration of finite undirected graphs by a collective of agents. Two agents-researchers simultaneously traverse a graph, read and change labels of graph elements, and send necessary information to the agent-experimenter constructing a representation of the graph being explored. An exploration algorithm is proposed with a linear (with respect to the number of vertices) time complexity and a quadratic space complexity. An optimization procedure is developed that partitions a graph with a view to exploring its parts by different agents. Each of the agents traversing a graph needs two different colors (three colors are used in the aggregate) for exploring a graph. The algorithm is based on the depth-first traversal method.</subfield>
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