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We consider a classical lattice dipole gas with low activity in dimension d ≥ 3. We study long distance properties by a renormalization group analysis. We prove that various correlation functions have a infinite volume limit. We also get estimates on the decay of correlation functions.
Advisor: | Dimock, Jonathan D. |
Commitee: | Biondini, Gino, Peleg, Avner |
School: | State University of New York at Buffalo |
Department: | Mathematics |
School Location: | United States -- New York |
Source: | DAI-B 74/10(E), Dissertation Abstracts International |
Source Type: | DISSERTATION |
Subjects: | Applied Mathematics, Mathematics, Quantum physics |
Keywords: | Correlation functions, Decay, Dipole gas, Infinite volume limit, Lattice, Renormalization group |
Publication Number: | 3565781 |
ISBN: | 978-1-303-16025-7 |