Group-Theoretical Models of Local-Field Theories
Local fields on a finite, discrete, space-time model are introduced as a guide for axiomatic discussion of quantum field theory.
Local fields on a finite, discrete, space-time model are introduced as a guide for axiomatic discussion of quantum field theory.
Asymptotic Properties of the Electromagnetic Field
From the integral form of the general solution for the retarded electromagnetic field of a localized charge-current distribution, the asymptotic field is shown to have the behavior Fµ = Nµ...
From the integral form of the general solution for the retarded electromagnetic field of a localized charge-current distribution, the asymptotic field is shown to have the behavior Fµ = Nµ...
On the Derivation of Statistical Thermodynamics from Purely Phenomenological Principles
J. Math. Phys. 5, 164 (1964); doi:10.1063/1.1704105
Issue Date: February 1964
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Szilard pointed out in 1925 that it is possible to base the foundations of statistical thermodynamics upon ``phenomenological'' principles, analogous to those of the non-statistical ``classical'' theory. This approach is discussed and developed.
©1964 The American Institute of Physics
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REFERENCES (7)
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- L. Szilard,
Z. Physik 32, 753 (1925) . - Do not confuse this reference with
Z. Physik, 53, 840 (1929) . - B. Mandelbrot,
Ann. Math. Stat. 33, 1021 (1962) . - For an early announcement of this result, see Compt. Rend. 243, 1835 (1956).
- L. Tisza and P. M. Quay,
Ann. Physics 25, 48 (1963) . - C. R. Rao, Advanced Statistical Methods in Biometric Research, (John Wiley & Sons, Inc., New York, 1952). R. B. Hoag and A. T. Craig, Introduction to Mathematical Statistics (The Macmillan Company, New York, 1959).
- P. Ehrenfest, Collected Scientific Papers (Interscience Publishers, Inc., New York, 1959).
- L. Rosenfeld,
Physica 27, 67 (1961) . - A. I. Khinchin, Mathematical Foundations of Statistical Mechanics (Dover Publications, Inc., New York, 1949).
