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LEADER 00000nam  2200000 a 4500 
001       94151805 
008    930803s1993    enka     b    00000 eng d 
010    94151805 
015    GB94-10505 
019 1  10361105 
019    bnb52144699 
020    0521446996|b 
039    DO NOT EDIT OR DELETE THIS RECORD. Sent to MARCIVE. 
       Changes made will be lost. Metadata Team. 
042    lccopycat 
050  4 QA649|b.S953 1993 
082 00 516.3/6|220 
245 00 Symplectic geometry /|cedited by Dietmar Salamon. 
260    Cambridge :|bCambridge University Press,|c1993. 
300    236 p. :|bill. ;|c23 cm. 
440  0 London Mathematical Society lecture note series ;|v192 
504    Includes bibliographical references. 
505 0  A variational interpretation of Melnikov's function and 
       exponentially small separatrix splitting / S. Angenent -- 
       Global Darboux theorems and a linearization problem / E. 
       Ciriza -- Complex cobordism, Ashtekar's equations and 
       diffeomorphisms / S. Donaldson -- Instanton homology and 
       symplectic fixed points / S. Dostoglou and D. Salamon -- 
       An energy-capacity inequality for the symplectic holonomy 
       of hypersurfaces flat at infinity / Y. Eliashberg and H. 
       Hofer -- Caustics D[subscript k] at points of interface 
       between two media / M. Kazarian -- Examples of singular 
       reduction / E. Lerman, R. Montgomery and R. Sjamaar -- 
       Remarks on the uniqueness of symplectic blowing up / D. 
       McDuff -- The 4-dimensional symplectic camel and related 
       results / D. McDuff and L. Traynor -- Differential forms 
       and connections adapted to a contact structure, after M. 
       Rumin / P. Pansu -- The Maslov class rigidity and non-
       existence of Lagrangian embeddings / L. Polterovich. 
505 0  Phase functions and path integrals / J. Robbin and D. 
       Salamon -- Symplectic mappings which are stable at 
       infinity / E. Zehnder. 
650  0 Geometry, Differential. 
650  0 Symplectic manifolds. 
700 10 Salamon, D.|q(Dietmar) 
990    Sent to MARCIVE 20190531 
Location Call No. Status
 UniM ERC  516.36 SYMP    AVAILABLE