Finite size effects in the anisotropic (λ/4!)(φ14+φ24)d model
Finite size effects in the anisotropic (λ/4!)(φ14+φ24)d model
We consider the (λ/4!)(φ14+φ24) model on a d-dimensional Euclidean space, where all but one of the coordinates are unbounded. Translation invariance along the bounded coordinate, z, which lies in the interval [0,L], is broken because of the boundary conditions (BCs) chosen for the hyperplanes z=0 and z=L: DD and NN, …