New extended high temperature series for the N-vector spin models on three-dimensional bipartite lattices

High temperature expansions for the susceptibility and the second correlation moment of the classical N-vector model (O(N) symmetric Heisenberg model) on the sc and the bcc lattices are extended to order ${\beta }^{19}$ for arbitrary N. For N= 2,3,4… we present revised estimates of the critical parameters from the newly computed coefficients.