Infinite-coordination Heisenberg antiferromagnet
= Infinite-coordination Heisenberg antiferromagnet
{c}
For a bipartite spin-one-half Heisenberg antiferromagnet with coordination $z\to\infty$, the two-sublattice mean-field state becomes exact. Antiparallel pure Bloch vectors give bond energy $-J/4$ for the convention $J\mathbf S_i\cdot\mathbf S_j$.