1. 
Connection formula for invariant eigendistributions on



S. Aoki and S. Kato 

1 
2. 
Nonabelian K‐theory and the K‐theory of Kac‐Moody groups 



A. Bak


6 
3. 
Nonsplit extensions of Lie algebras and their
irreducible representations




A. S. Dzhumadil'daev


7 
4. 
Plancherel formula for monomial representations of
nilpotent Lie groups 



H. Fujiwara


8 
5. 
On some categaries of modules 



A. Guichardet


10 
6. 
Algebraic derivation of ”Broken
symmetric” solutions for the star‐triangle relations




K. Hasegawa and Y. Yamada 

13 
7. 
Some results on symmetric varieties 



A. G. Helminck 

18 
8. 
Projective holomorphic representations of the
restricted linear group




G. F. Helminck 

19 
9. 
Kbifinite and  finite functions 



J. S. Huang 

24 
10. 
The Pompeiu problem for groups 



E. Kaniuth 

29 
11. 
Note on Weyl−Harish−Chandra character formula for tamely
ramified supercupidal representations of




K. Kariyama


32 
12. 
A method of reduction to the spherical case in harmonic
analysis on real rank 1 semisimple Lie groups




T. Kawazoe 

37 
13. 
Discontinuous group in a homogeneous space of reductive
type




T. Kobayashi 

41 
14. 
Relative invariants of the Polynomial rings over the finite
and tame type quivers




K. Koike 

46 
15. 
Spherical hyperfunctions on the tangent space of symmetric
spaces




A. Kowata 

50 
16. 
The Penney‐Fujiwara Plancherel formula for homogeneous
spaces with monomial spectrum




R. L. Lipsman 

53 
17. 
Geometric realizations of unitary highest weight
modules as solutions of differential equations




L. A. Mantini 

56 
18. 
Spherical distributions on symmetric spaces 



B. Ørsted 

61 
19. 
Poisson integrals for homogeneous, rank 1 Koszul domains
in




R. Penney 

64 
20. 
On the unitary representations of
The full version of this paper including proofs appeared later in
Compositio Math. 86 (1993), no. 2, 127146.



S. A. Salamanca‐Riba 

69 
21. 
Eigenfunctions of invariant differential operators on




N. Shimeno 

73 
22. 
Generalized Weil representations for 



J. Soto‐Andrade 

86 
23. 
Towards Kac‐Moody Lie groups 



K. Suto 

91 
24. 
A Robinson−Schensted−type correspondence for a dual pair
on spinors




I. Terada 

96 
25. 
Representations of non‐semisimple and non‐group object 



S. Yamagami 


26. 
Realizations of involutive automorphisms and of
exceptional linear Lie groups G




I. Yokota 

101 
27. 
The relation between the ‐invariant and the spin
representation in terms of the Selberg zeta function




M. Wakayama 

109 
28. 
Program, participants, postscript


114 