05359 - Quantum Statistical Mechanics and Lie Group Harmonic Analysis [Hurt-Hermann].pdf
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LIE GROUPS: HISTORY. FRONTIERS AND
APPLICATIONS
EDITORS: M. ACKERMAN, C. BYRNES, H. HARTMAN. R. HERMANN,
C. MARTIN. W. STEIGER. AND N. WALLACH
1. Sophus Lie's 1880 Transformation Group Paper, Translation by M.
Ackerman, Comments by R. Hermann
2. Ricci and Levi-Civita's Tensor Analysis Paper. Translation and Com-
ments by R. Hermann
3. Sophus Lie's 1884 Differential Invariants Paper. Translation by M.
Ackerman. Comments by R. Hermann
4. Smooth Compactification of Locally Symmetric Varieties, by A. Ash,
D. Mumford. M Rapoport and Y. Tai
5.
Symplectic Geometry and Fourier Analysis. by N. Wallach
6. The 1976 Ames Research Center (NASA) Conference on: The Geometric
Theory of Non-Linear Waves.
7. The 1976 Ames Research Center (NASA) Conference on Geometric
Control Theory.
8. Hilbert's Invariant Theory Papers, Translation by M. Ackerman, Com-
ments by
R.
Hermann
9. Development of Mathematics in the 19th Century, by Felix Klein,
Translated by M. Ackerman, Appendix "Kleinian Mathematics from
an Advanced Standpoint,"· by R. Hermann
10. Quantum Statistical Mechanics and Lie Group Harmonic Analysis. Part
A. by N. Hurt and
R.
Hermann
LIE GROUPS:
AND
HISTORY
1
FRONTIERS
APPLICATIO~S
VOLUME X
QUANTUM STATISTICAL MECHANICS AND
LIE GROUP HARMONIC ANALYSIS
PART A
NORMAN
AND
HURT
ROBERT
HE~MANN
MATH SCI PRESS
Th1&
One
1111111111~1111111111~IIIIUIIIIllII
BJHQ-P8H-JJJ1
Copyright
e
by Norman Hurt and
Robert Hermann
All rights reserved
ISBN:
0-915692-30-9
Liltrary ., C••• r ... Calaleclac I. PuItUraU•• Data
!iurt, Norman.
Quantum statistical mechanics and lie Group harmonic
analysis.
; v. 10-
Includes bibliographical references.
1.
Statistical mechanics.
2.
Groups, Theory of.
1.
Quantum statistics.
4.
Lie groups.
5.
Harmonic
analysis.
I.
~ermann,
Robert, joint author.
II. T1
tle.
QC174.8.HB7
510.1'~.1
80-139
49
ISBN0-91S692-30-9 (pt. A)
(~ie ~roups
MATH SCI PRESS
53
JORDAN ROAD
BROOKLINE, HA
02146
Printed in the United States of America
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