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epub Units in Skew Fields (Progress in Mathematics) download

by Ernst Kleinert

  • ISBN: 0817662936
  • Author: Ernst Kleinert
  • ePub ver: 1973 kb
  • Fb2 ver: 1973 kb
  • Rating: 4.4 of 5
  • Language: English
  • Pages: 79
  • Publisher: Birkhauser (April 1, 2000)
  • Formats: docx lrf doc txt
  • Category: Math
  • Subcategory: Mathematics
epub Units in Skew Fields (Progress in Mathematics) download

Progress in Mathematics. Units in Skew Fields. Authors: Kleinert, Ernst.

Progress in Mathematics. Its purpose is a synopsis of results and methods, including full proofs of the most important results. Show all. Table of contents (9 chapters).

Units in Skew Fields. Part of the Progress in Mathematics book series (PM, volume 186).

Units in Skew Fields Kleinert Ernst Birkhauser Verlag AG 9783764362935 : This book is devoted to a study of the unit groups of. .

Its purpose is a synopsis of results and methods, including full proofs of the most important results.

Ernst Kleinert (auth. Series: Progress in Mathematics 186. File: PDF, . 1 MB. Читать онлайн.

Units in skew fields, by Ernst Kleinert. Progress in Mathematics 186. Pp. 80. SFr 58. 2000. ISBN 3 6 (Birkhäuser). Claydon High School, Church Lane, Claydon, Ipswich IP6 0EG.

oceedings{Kleinert2000UnitsIS, title {Units in Skew Fields}, author {Ernst Kleinert}, year {2000} }. Ernst Kleinert.

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Are you sure you want to remove Units in Skew Fields (Progress in Mathematics) from your list? . Published April 26, 2000 by Birkhäuser Basel.

Are you sure you want to remove Units in Skew Fields (Progress in Mathematics) from your list? Units in Skew Fields (Progress in Mathematics). We begin by presenting a survey of the variety of skew fields to which the sub sequent discussion applies.

Progress in Mathematics Christoph Hummel. Institut fUr Mathematik and Department of Mathematics

Progress in Mathematics. Institut fUr Mathematik and Department of Mathematics. University of Pennsylvania. The present book is a revised, extended and translated version of my diploma thesis (Di-plomarbeit) completed in December 1992 at the rsitat Freiburg im Breisgau under the guidance of Viktor Schroeder. Pseudo-holomorphic curves are smooth maps from Riemann surfaces to almost complex manifolds with complex linear differential.


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