Exact Finite Size Results on the Ising Model in 2D Curved Space

Physics – High Energy Physics – High Energy Physics - Theory

Scientific paper

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18 pages (uses LaTeX and epsf), 6 figures included (4 in postscript files encoded through uufiles), PUPT-1367

Scientific paper

We propose an approach to statistical systems on lattices with sphere-like
topology. Focusing on the Ising model, we consider the thermodynamic limit
along a sequence of lattices which preserve the {\em fixed} large scale
geometry. The hypothesis of scaling appears to hold at criticality, pointing at
a sensible definition of the continuum limit of the model in the curved space.

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