Abstract
Abstract A new stochastic simulation procedure for S = 1/2 Transverse Ising Model (TIM) is presented. The Procedure is developed in different variants for certain types of exchange interaction, including ferromag-netic, antiferromagnetic and of arbitrary sign. The numerical results obtained by means of the new procedure for several types of one-dimensional TIM are presented, data being in good correspondence with the results of other approaches. Temperature dependence of transverse susceptibility of one-dimensional TIM with inverse-square interaction was found to have certain peculiarities apart from the Curie point.
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