ODD OPERATORS AND SPINOR ALGEBRAS IN LATTICE STATISTICS - N-POINT FUNCTIONS FOR RECTANGULAR ISING-MODEL

Opis bibliograficzny
1. autor: Abraham, D
Format: Journal article
Wydane: 1978
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author Abraham, D
author_facet Abraham, D
author_sort Abraham, D
collection OXFORD
description
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format Journal article
id oxford-uuid:dfee292f-ead1-4d27-88d9-3c0dfd7febe4
institution University of Oxford
last_indexed 2024-03-07T05:24:02Z
publishDate 1978
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spelling oxford-uuid:dfee292f-ead1-4d27-88d9-3c0dfd7febe42022-03-27T09:42:56ZODD OPERATORS AND SPINOR ALGEBRAS IN LATTICE STATISTICS - N-POINT FUNCTIONS FOR RECTANGULAR ISING-MODELJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:dfee292f-ead1-4d27-88d9-3c0dfd7febe4Symplectic Elements at Oxford1978Abraham, D
spellingShingle Abraham, D
ODD OPERATORS AND SPINOR ALGEBRAS IN LATTICE STATISTICS - N-POINT FUNCTIONS FOR RECTANGULAR ISING-MODEL
title ODD OPERATORS AND SPINOR ALGEBRAS IN LATTICE STATISTICS - N-POINT FUNCTIONS FOR RECTANGULAR ISING-MODEL
title_full ODD OPERATORS AND SPINOR ALGEBRAS IN LATTICE STATISTICS - N-POINT FUNCTIONS FOR RECTANGULAR ISING-MODEL
title_fullStr ODD OPERATORS AND SPINOR ALGEBRAS IN LATTICE STATISTICS - N-POINT FUNCTIONS FOR RECTANGULAR ISING-MODEL
title_full_unstemmed ODD OPERATORS AND SPINOR ALGEBRAS IN LATTICE STATISTICS - N-POINT FUNCTIONS FOR RECTANGULAR ISING-MODEL
title_short ODD OPERATORS AND SPINOR ALGEBRAS IN LATTICE STATISTICS - N-POINT FUNCTIONS FOR RECTANGULAR ISING-MODEL
title_sort odd operators and spinor algebras in lattice statistics n point functions for rectangular ising model
work_keys_str_mv AT abrahamd oddoperatorsandspinoralgebrasinlatticestatisticsnpointfunctionsforrectangularisingmodel