Submissions from M. A. Shahalamian
- [1] faKiv:2404.08674 [pdf]
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The entropy of a a non-compact ideal gasComments: 8 pages, 5 figures
The entropy of a non-compact ideal gas is studied. The entropy of a non-compact ideal gas is calculated in the case of a non-compact gas with two spatial directions and a non-compact external constant. The entropy of the non-compact gas is found to be proportional to the average of the entropy of the two spatial directions. The entropy of the non-compact ideal gas is calculated using the non-compact gas theorem.
- [2] faKiv:2404.08675 [pdf]
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The equivariant Hamilton-Jacobi equation in the presence of a propagating scalar fieldComments: 8 pages, 7 figures
We calculate the equivariant Hamilton-Jacobi equation in the presence of a scalar field in the case of ideal gas. The equation is defined in terms of the product of two equivariant equations. The only condition on the two equivariant equations is the presence of a propagating scalar field. The equation is proved to be in the path integral form.