Critical exponents of ising-like systems in general dimensions

Critical exponents of Ising-like systems are calculated in the case, when the dimension of space is non-integer. Calculations are performed in the frames of the fixed-dimension field theoretical approach. Renormalization group functions in the Callan–Symanzik scheme are considered directly in non-integer dimensions. Perturbation theory expansions are resummed with the use of Pade–Borel transformation.