Critical exponents of random Ising-like systems in general dimensions |
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Authors: | Yu Holovatch M Shpot |
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Institution: | (1) Institute for Condensed Matter Physics, 290005 Lviv, Ukraine, USSR |
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Abstract: | Critical exponents of weakly dilute Ising-like systems are computed for non-integer space dimensionalities in the range 2</d 4. The calculations are performed in the framework of the Callan-Symanzik field-theoretic approach. Two-loop renormalization group functions are obtained as renormalized perturbation theory series expansions directly in noninteger dimensions. The values of the critical exponents are estimated with the use of the two-variable Borel resummation method. |
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Keywords: | Critical phenomena disordered spin systems Ising model field-theoretic approach in general dimensions |
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