BourbakiV1, Istex, Corpus, bibRecord, 000268

Buchbesprechungen

Identifieur interne : 000268 ( Istex/Corpus ); précédent : 000267; suivant : 000269

Buchbesprechungen

Auteurs : H. Reiter ; H. Rindler ; P. Michor ; C. Krattenthaler ; R. Bürger ; W. A. F. Ruppert ; F. Haslinger ; J. Hofbauer ; H. G. Feichtinger ; G. Kowol ; H. C. Reichel ; H. Muthsam

Source :

Monatshefte für Mathematik [ 0026-9255 ] ; 1992-03-01.

RBID : ISTEX:0CAE11E51F94B3A02B301D943293AE8F1C486A5D

English descriptors

KwdEn :
- Academic career, Algebra, Algebraic geometry, Algebraic surfaces, Auch, Basel, Berlin heidelberg, Boston basel berlin, Boundary value problems, Bourbaki, Brownian motion, Buch, Buchbesprechungen, Buchbesprechungen book reviews, Cambridge university press, Canonical forms, Clarendon press, Complex geometry, Differential geometry, Differential topology, Dordrecht boston london, Duality, Ecole normale, Einer, French army, Hyperbolic groups, Important role, Integer programming, Integral operators, Invariant theory, Kummer surface, Lecture notes, Marcel dekker, Mathematical history, Mathematical methods, Mathematik, Matrix, Moduli space, Nicht, Nicolas bourbaki, Numerical methods, Orbit method, Poincar6 duality form, Representation theory, Riemann hypothesis, Second half, Sich, Stochastic integral, Third edition, Topologie, Wien, Wird, York basel, York port chester.
Teeft :
- Academic career, Algebra, Algebraic geometry, Algebraic surfaces, Auch, Basel, Berlin heidelberg, Boston basel berlin, Boundary value problems, Bourbaki, Brownian motion, Buch, Buchbesprechungen, Buchbesprechungen book reviews, Cambridge university press, Canonical forms, Clarendon press, Complex geometry, Differential geometry, Differential topology, Dordrecht boston london, Duality, Ecole normale, Einer, French army, Hyperbolic groups, Important role, Integer programming, Integral operators, Invariant theory, Kummer surface, Lecture notes, Marcel dekker, Mathematical history, Mathematical methods, Mathematik, Matrix, Moduli space, Nicht, Nicolas bourbaki, Numerical methods, Orbit method, Poincar6 duality form, Representation theory, Riemann hypothesis, Second half, Sich, Stochastic integral, Third edition, Topologie, Wien, Wird, York basel, York port chester.

Url:

https://api.istex.fr/document/0CAE11E51F94B3A02B301D943293AE8F1C486A5D/fulltext/pdf

DOI: 10.1007/BF01299307

Links to Exploration step

ISTEX:0CAE11E51F94B3A02B301D943293AE8F1C486A5D

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