We prove a general rigorous lower bound for W (Λ, q)= exp [S 0 (Λ, q)/k B], the exponent of
the ground-state entropy of the q-state Potts antiferromagnet, on an arbitrary Archimedean …

We calculate the value of the coupling at the infrared zero of the beta function of an
asymptotically free SU (3) gauge theory at the five-loop level as a function of the number of …

Phase transitions were recognized among the most fascinating phenomena in physics.
Exactly solved models are especially important in the theory of phase transitions. A number …

We present scheme-independent calculations of the anomalous dimensions γ ψ¯ ψ, IR and
γ χ¯ χ, IR of fermion bilinear operators ψ¯ ψ and χ¯ χ at an infrared fixed point in an …

We present and analyse low-temperature series and complex-temperature partition function
zeros for the q-state Potts model with q= 4 on the honeycomb lattice and q= 3, 4 on the …

We report exact results concerning the zeros of the partition function of the Potts model in the
complex q-plane, as a function of a temperature-like Boltzmann variable v, for the m-th …

We study the confinement scenario in N= 2 supersymmetric SU (2) gauge theory near the
monopole point upon breaking of N= 2 supersymmetry by the adjoint matter mass term. We …

We present exact calculations of the partition function Z of the q-state Potts model and its
generalization to real q, for arbitrary temperature on n-vertex ladder graphs, ie, strips of the …

Multiplicative logarithmic corrections frequently characterize critical behavior in statistical
physics. Here, a recently proposed theory relating the exponents of such terms is extended …

We consider a vectorial, asymptotically free SU (N c) gauge theory with N f fermions in a
representation R having an infrared (IR) fixed point. We calculate and analyze Padé …