Mar 31, 2019 · A move of pebbles is defined as exchanging two pebbles which are adjacent on both a board graph and a pebble graph. For a pair of configurations ...
The pebble exchange group of G , denoted by Peb ( G ) , is defined as the set of all automorphisms f of G such that 1 G and f are equivalent to each other.
The pebble exchange group of G , denoted by Peb ( G ) , is defined as the set of all automorphisms f of G such that 1 G and f are equivalent to each other.
The pebble exchange group of $G$, denoted by ${\rm Peb}(G)$, is defined as the set of all automorphisms $f$ of $G$ such that ${\rm 1}_G$ and $f$ are equivalent ...
Mar 29, 2021 · The next result is about the pebble exchange group of a product of graphs. For two graphs G1 and G2, the Cartesian product of G1 and G2, denoted.
The pebble exchange group of $G$, denoted by ${\rm Peb}(G)$, is defined as the set of all automorphisms $f$ of $G$ such that ${\rm 1}_G$ and $f$ are equivalent ...
The redistribution-reconfiguration~(red-rec) algorithm is proposed to efficiently compute control protocols to assemble compact-centered configurations of ...
The pebble exchange group of $G$, denoted by ${\rm Peb}(G)$, is defined as the set of all automorphisms $f$ of $G$ such that ${\rm 1}_G$ and $f$ are equivalent ...
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We introduce a graph puzzle ( G , H ) in which G is a board graph and the set of vertices of H is the set of pebbles. A configuration of H on G is defined as a ...
Graph pebbling is a mathematical game played on a graph with zero or more pebbles on each of its vertices.
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