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Pebbling Notation Page

$B_{p,q}$ the book having $p$ pages, $q$ vertices per page, and $q$ vertices on the binding
$G_1 \times G_2$ the cartesian product of graphs $G_1$ and $G_2$
$\kappa(G)$ the connectivity of graph $G$
$\gamma(G)$ the cover pebbling number the cover pebbling number of graph $G$
$\rho(G)$ the cover pebbling ratio of graph $G$
$Q^d$ the $d$-dimensional cube
$C_n$ the cycle on $n$ vertices
${\rm diam}(G)$ the diameter of graph $G$
${\rm dom}(G)$ the domination number of graph $G$
$F_{l,m}$ the fuse composed of the path on $l$ vertices with $m$ vertices incident to one of its endpoints
${\rm girth}(G)$ the girth of graph $G$
$K_{a,b}$ the complete bipartite graph with partite sets of size $a$ and $b$
$\pi^*(G)$ the optimal pebbling number of graph $G$
$P_n$ the path on $n$ vertices
$\pi(G)$ the pebbling number of graph $G$
$S(C)$ the support of a configuration $C$ on a graph $G$
$S_n$ the star on $n$ vertices
$T$ a tree
$\gamma_w(G)$ the weighted cover pebbling number of graph $G$
$\pi_{\mathbf{w}}(G)$ the weighted pebbling number of graph $G$