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Surjit Singh

University of Waterloo

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Publication

Featured researches published by Surjit Singh.

Physics Letters A | 1986

Finite-size scaling of O(n) models in higher dimensions

Surjit Singh; R. K. Pathria

We propose a finite-size scaling hypothesis for O(n) models, with n ⩾ 2, in geometry Ld−d′ × ∞d′, with d > 4 and d′ ⩽ 2, subject to periodic boundary conditions. Several predictions, for T < Tc as well as T ≈ Tc, are made and are verified analytically for the special case of the spherical model (n = ∞).

Physical Review A | 1992

Space-dependent friction in the theory of activated rate processes

R. Krishnan; Surjit Singh; G. W. Robinson

Physical Review B | 1987

Spin-spin correlations in finite systems with O( n ) symmetry: Scaling hypothesis and corrections to bulk behavior

Surjit Singh; R. K. Pathria

Physical Review A | 1983

Scaling and Universality of Thermodynamics and Correlations of an Ideal relativistic Bose gas with pair production.

Surjit Singh; P. N. Pandita

Physical Review A | 1984

Bose-Einstein condensation in finite noninteracting systems: a relativistic gas with pair production. II

Surjit Singh; R. K. Pathria

Physical Review A | 1989

Breakdown of the Brownian motion model in ultrafast dynamics

S.-B. Zhu; Surjit Singh; G. W. Robinson

Physical Review B | 1985

Finite-size effects in the spherical model of ferromagnetism: Antiperiodic boundary conditions

Surjit Singh; R. K. Pathria

Physical Review B | 1986

Role of fluctuations in determining finite-size effects in a system undergoing a phase transition

Surjit Singh; R. K. Pathria

Physical Review A | 1987

Finite-size scaling for a relativistic Bose gas with pair production.

Surjit Singh; R. K. Pathria

Physical Review A | 1985

Privman-Fisher hypothesis on finite systems: Verification in the case of a relativistic Bose gas with pair production.

Surjit Singh; R. K. Pathria

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R. K. Pathria

University of Waterloo

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G. W. Robinson

University of Melbourne

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P. N. Pandita

North Eastern Hill University

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R. Krishnan

Texas Tech University

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S.-B. Zhu

Texas Tech University

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