INFINITE DIMENSIONAL LIE GROUPS IN GEOMETRY AND REPRESENTATION THEORY

INFINITE DIMENSIONAL LIE GROUPS IN GEOMETRY AND REPRESENTATION THEORY

Washington, DC, USA, 17 - 21 August 2000

CONTENTS


FRONT MATTER	i
INHERITANCE PROPERTIES FOR LIPSCHITZ-METRIZABLE FRÖLICHER GROUPS JOSEF TEICHMANN	1
AROUND THE EXPONENTIAL MAPPING THIERRY ROBART	11
ON A SOLUTION TO A GLOBAL INVERSE PROBLEM WITH RESPECT TO CERTAIN GENERALIZED SYMMETRIZABLE KAC-MOODY ALGEBRAS JOSHUA A. LESLIE	31
THE LIE GROUP OF FOURIER INTEGRAL OPERATORS ON OPEN MANIFOLDS RUDOLF SCHMID	44
ON SOME PROPERTIES OF LEIBNIZ ALGEBROIDS AISSA WADE	65
ON THE GEOMETRY OF LOCALLY CONFORMAL SYMPLECTIC MANIFOLDS A. BANYAGA	79
SOME PROPERTIES OF LOCALLY CONFORMAL SYMPLECTIC MANIFOLDS STEFAN HALLER	92
CRITICALITY OF UNIT CONTACT VECTOR FIELDS PHILIPPE RUKIMBIRA	105
ORBIFOLD HOMEOMORPHISM AND DIFFEOMORPHISM GROUPS JOSEPH E. BORZELLINO and VICTOR BRUNSDEN	116
A NOTE ON ISOTOPIES OF SYMPLECTIC AND POISSON STRUCTURES AUGUSTIN BANYAGA and PAUL DONATO	138
REMARKS ON ACTIONS ON COMPACTA BY SOME INFINITE-DIMENSIONAL GROUPS VLADIMIR PESTOV	145
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