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Abstract For each positive integer n and a continuum X, we will denote by F n ( X ) the nth-symmetric product of X and by X n the product… Click to show full abstract
Abstract For each positive integer n and a continuum X, we will denote by F n ( X ) the nth-symmetric product of X and by X n the product of X with itself n times. In this paper we study finite graphs X such that X n can be embedded in F n ( X ) . We also present a geometric model of the third symmetric product of a simple triod.
Keywords:
products symmetric;
symmetric products;
product;
embedding products;
finite graphs;
products finite
Journal Title: Topology and its Applications
Year Published: 2018
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Journal Title: Topology and its Applications
Year Published: 2018
Link to full text (if available)
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recommendations!