The Journal of the Indian Mathematical Society

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On a Modification of Gibbs's Statistics for Discontinuous Distribution in Phase-Space


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1 Rajaram College, Kolhapur, India
     

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In the following paper we have been able, by replacing the continuous distribution in phase-space of the classical statistics by a sort of discontinuous distribution, to obtain the same sets of formulae as correspond to the classical, Bose-Einstein's and Fermi-Dirac's statistics. We have also given a modification of the latter (see equation (38)) which we believe will be applicable in all cases with proper values of λ*.
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  • On a Modification of Gibbs's Statistics for Discontinuous Distribution in Phase-Space

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Authors

B. N. Biswas
Rajaram College, Kolhapur, India
D. K. Sen
Rajaram College, Kolhapur, India

Abstract


In the following paper we have been able, by replacing the continuous distribution in phase-space of the classical statistics by a sort of discontinuous distribution, to obtain the same sets of formulae as correspond to the classical, Bose-Einstein's and Fermi-Dirac's statistics. We have also given a modification of the latter (see equation (38)) which we believe will be applicable in all cases with proper values of λ*.