Show that for a one-dimensional, field-free Ising model [ overline{sigma_{k} sigma_{l} sigma_{m} sigma_{n}}={tanh beta J}^{n-m+l-k}, ] where

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Show that for a one-dimensional, field-free Ising model

\[
\overline{\sigma_{k} \sigma_{l} \sigma_{m} \sigma_{n}}=\{\tanh \beta J\}^{n-m+l-k},
\]

where $k \leq l \leq m \leq n$.

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Related Book For answer-question

Statistical Mechanics

ISBN: 9780123821881

3rd Edition

Authors: Paul D. Beale

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Question Posted: Mar 22, 2024 08:00 AM

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Show that for a one-dimensional, field-free Ising model [ overline{sigma_{k} sigma_{l} sigma_{m} sigma_{n}}={tanh beta J}^{n-m+l-k}, ] where

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We introduce an extra factor sigmak12 ldots sigmaell12 si...View the full answer

Statistical Mechanics

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