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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 41, 1980 - Issue 1
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Original Articles

Applications of Padé approximants to correlation functions

R. Paul Department of Chemistry, The University of Calgary, Calgary, Alberta, Canada
Pages 1-17 | Received 16 Nov 1979, Published online: 18 Sep 2006

Citations (11)

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Read on this site (2)

Z. Qin & A.R. Allnatt. (1995) Atomic transport in a random alloy from the moments of time correlation functions. Philosophical Magazine A 71:5, pages 975-989.
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P. Pasini & C. Zannoni. (1984) Orientational correlation functions in ordered fluids. Molecular Physics 52:3, pages 749-756.
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Articles from other publishers (9)

Reginald Paul & Venkataraman Thangadurai. (2017) Formulation of a Statistical Mechanical Theory To Understand the Li Ion Conduction in Crystalline Electrolytes: A Case Study on Li-Stuffed Garnets. The Journal of Physical Chemistry C 121:32, pages 17137-17142.
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. 2013. Elementary Molecular Quantum Mechanics. Elementary Molecular Quantum Mechanics 895 909 .
S. J. Paddison. 2010. Handbook of Fuel Cells. Handbook of Fuel Cells.
P. Pasini, F. Semeria & C. Zannoni. (1991) Symbolic computation of orientational correlation function moments. Journal of Symbolic Computation 12:2, pages 221-231.
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So/ren Toxvaerd. (1987) Solution of the generalized Langevin equation for a polymer in a solvent. The Journal of Chemical Physics 86:6, pages 3667-3672.
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So/ren Toxvaerd. (1984) The dependence of the velocity autocorrelation function on the intermolecular potential and on the memory function. The Journal of Chemical Physics 81:11, pages 5131-5136.
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C. Boulet & D. Robert. (1982) Short time behavior of the dipole autocorrelation function and molecular gases absorption spectrum. The Journal of Chemical Physics 77:9, pages 4288-4299.
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Lloyd L. Lee & Ting-Horng Chung. (1982) The molecular dynamics simulations of the damping matrices in a Lennard-Jones fluid and testing of the two-relaxation time models for the memory function. The Journal of Chemical Physics 77:9, pages 4650-4658.
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Kamal Bhattacharyya. (1982) Generalized Euler transformation in extracting useful information from divergent (asymptotic) perturbation series and the construction of Padé approximants. International Journal of Quantum Chemistry 22:2, pages 307-330.
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