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Next: 2.3. Non-lineair Differential Equations Up: Analysis Previous: 2.1. Operator Theory and

2.2. Lie Groups and Classical Analysis

I.B. Frenkel, New Haven CT, U.S.A., G. van Dijk, E.M. Opdam
A. Gil, Alicante, Spain, N.M. Temme
W. Hereman, Golden, U.S.A., J.A. Sanders
M.A.A. van Leeuwen, Poitiers, France, G. van Dijk, E.M. Opdam
P.A. Lesky, Stuttgart, Germany, R. Koekoek, R.F. Swarttouw
G. Litvinov, Moscow, Russia, G. van Dijk
J.L. López, Zaragoza, Spain, N.M. Temme
K. Mimachi, Fukuoka, Japan, E.M. Opdam
V.F. Molchanov, Tambov, Russia, G. van Dijk
Y. Neretin, Moscow, Russia, G. van Dijk
B. Oersted, Odense, Denmark, G. van Dijk
P. Paule, Linz, Austria, G. van Dijk, E.M. Opdam
H. Prado, Santiago, Chile, A.F.M. ter Elst
D.W. Robinson, Canberra, Australia, A.F.M. ter Elst
V. Rogov, Moscow, Russia, G. van Dijk
H. Rosengren, Lund, Sweden, E. Koelink
J. Segura, Alicante, Spain, N.M. Temme
R.J. Stanton, Columbus OH, U.S.A., G. van Dijk, E.M. Opdam
J.R. Stembridge, Michigan, U.S.A., G. van Dijk, E.M. Opdam
S. Vaes, Leuven, Belgium, E. Koelink, T. Koornwinder
L. Vaksman, Kharkov, Ukraine, E. Koelink, T. Koornwinder
D. Wang, Beijing, P.R. of China, J.A. Sanders
M. Yoshida, Fukuoka, Japan, G. van Dijk, E.M. Opdam
A.V. Zelevinsky, Boston MA, U.S.A., G. van Dijk, E.M. Opdam
G. Zhang, Gothenburg, Sweden, G. van Dijk


next up previous
Next: 2.3. Non-lineair Differential Equations Up: Analysis Previous: 2.1. Operator Theory and