Documents liés : [8 document(s)]

Documents (Mots clés)

• [MathOuvrage] Developments and trends in infinite-dimensional Lie theory / Ed. Neeb, Karl-Hermann ; Ed. Pianzola, Arturo. -New York NY : Birkhäuser, 2011. - viii, 492 p. ; 24 cm
  ISBN 9780817647407
  https://link.springer.com/bookseries/4848
  
• [MathOuvrage] From geometry to quantum mechanics / Dédic. Omori, Hideki ; Ed. Maeda, Yoshiaki ; Ed. Michor, Peter W. ; Ed. Ochiai, Takushiro ; Ed. Yoshioka, Akira. -Boston : Birkhäuser, 2007. - xvii, 324 p. ; 24 cm
  ISBN 9780817645120
  https://link.springer.com/book/10.1007/978-0-8176-4530-4
  
• [MathCongrès] Infinite dimensional groups and manifolds / Ed. Wurzbacher, Tilmann. -Berlin : Walter de Gruyter, 2004. - viii, 248 p. ; 24 cm
  ISBN 9783110181869
  
• [MathOuvrage] Lie theory / Jantzen, Jens Carsten ; Neeb, Karl-Hermann ; Ed. Anker, Jean-Philippe ; Ed. Orsted, Bent. -Basel, Berlin, Boston MA : Birkhäuser, 2004. - ix, 328 p. ; 24 cm
  https://link.springer.com/bookseries/4848
  
• [MathCongrès] Infinite dimensional Kaehler manifolds / Ed. Huckleberry, Alan T. ; Ed. Wurzbacher, Tilmann ; Neeb, Karl-Hermann ; Ovsienko, Valentin Yu. ; Paycha, Sylvie. -Basel, Berlin, Boston MA : Birkhäuser, 2001. - xiii, 375 p. ; 24 cm
  https://link.springer.com/bookseries/4812
  
• [MathOuvrage] Infinite dimensional groups and algebras in quantum physics / Ottesen, Johnny T.. -Berlin, Heidelberg, New York NY : Springer, 1995. - 218 p. ; 24 cm
  https://link.springer.com/openurl.asp?genre=journal&issn=0940-7677/
  
• [MathOuvrage] Infinite-dimensional Lie groups / Omori, Hideki. -Providence RI : American mathematical Society, 1997. - xii, 415 p. ; 26 cm
  
• [MathOuvrage] Differential geometry, Lie groups and symmetric spaces over general base fields and rings / Bertram, Wolfgang. -Providence RI : American mathematical Society, 2008. - ix, 202 p. ; 26 cm
  ISBN 9780821840917