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Symmetry in Nonlinear Mathematical Physics - 2009
Oleg Miroshnichenko (Bogolyubov Institute for Theoretical Physics of NASU, Kyiv, Ukraine)
Differential equation for local magnetization in the boundary Ising model
Abstract:
It is shown that the local magnetization in the massive boundary Ising model on the half-plane with boundary magnetic field
satisfies second order linear differential equation whose coefficients are expressed through Painlevé function of the III kind.
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