Renormalization group: critical surface of arbitrary co-dimension
Renormalization group: critical surface of arbitrary co-dimension is a scholarly work, published in 1975 in ''Journal of Physics A''. The main subjects of the publication include high temperature superconductor, mathematics, renormalization group, exponent, many-body problem, renormalization, mathematical physics, functional renormalization group, physics, Hamiltonian, graph dimension, critical phenomena, critical dimension, and critical exponent. The renormalization group is employed to analyse a model Hamiltonian which gives arbitrary odd-integral values for the critical exponent delta (where H approximately Mdelta ).