학술논문
Maximum of the integer-valued Gaussian free field
Document Type
Working Paper
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Abstract
We investigate the order of the maximum of the integer-valued Gaussian free field in two dimensions, and show that it grows logarithmically with the size of the box. Our treatment follows closely that of a recent paper by Kharash and Peled on the Fr\"{o}hlich-Spencer proof of the Berezinskii-Kosterlitz-Thouless transition.
Comment: 33 pages
Comment: 33 pages