**1**- J. W. Gibbs, Trans. Conn. Acad. 3, 108-248; 343-524 (1878)
Reprinted by Dover Press, 1961.
**2**- J. C. Slater,
*Solid State and Molecular Theory, A Scientific Biography*, Wiley, New York (1975). **3**- T. S. Kuhn,
*Black-Body Theory and the Quantum Discontinuity 1894-1912*, Oxford University Press (1978). **4**- A. Einstein, Ann. Physik (Leipzig) 17, 549 (1905).
**5**- J. W. Gibbs,
*Elementary Principles in Statistical Mechanics*, Ox Bow Press, Woodbridge, Conn (1981). **6**- J. W. Gibbs,
*Elements of Vector Analysis*(1881, 1884), published as E. B. Wilson*Vector Analysis, founded upon the lectures of J. Willard Gibbs*, Charles Scribner's Sons, New York, 1902. **7**- The Introductions to the
*Collected Works*of J. G. Kirkwood (8 Volumes, Gordon and Breach, N. Y., 1967) provide an organized frameword to Kirkwood's results and their consequences. **8**- T. S. Kuhn,
*The Structure of Scientific Revolutions*, U. Chicago Press (1970). **9**- Note that the Heisenberg uncertainty principle can be
understood as a statement about the nature of a complete physical description
of a system.
**10**- E. Condon, Am. Physics Teacher 1, 33 (1932).
**11**- R. C. Tolman,
*The Principles of Statistical Mechanics*, Dover, New York (1979) (reprint of Oxford U. P. 1938). **12**- R. C. Tolman,
*Statistical Mechanics with Applications to Physics and Chemistry*, Chemical Catalog Company, New York (1927). **13**- D. A. McQuarrie,
*Statistical Mechanics*, Harper & Row (1976). **14**- S.-K. Ma,
*Statistical Mechanics*, World Scientific, Singapore (1985). **15**- Linda E. Reichl,
*A Modern Course in Statistical Physics*, University of Texas Press, Austin (1980).

Sat Jun 29 21:39:26 EDT 1996