Group representation theory. Part B: Modular Representation Theory (Pure and applied mathematics 7) - Hardcover

Group Representation Theory (in 2 parts). Part B: Modular Representation Theory. (= Reihe: Pure and Applied Mathematics. A Series of Monographs and Textbooks, Volume 7). Erstausgabe.

Leinen. Zustand: gut. First Edition. Fadengehefteter kaschierter Ganzleineneinband mit Rücken- und Deckeltitel und Schutzumschlag. Der Umschlag nachgedunkelt, etwas randberieben und an zwei Stellen hinterlegt, Schnitte und Papier leicht nachgedunkelt, ansonsten guter bis sehr guter Erhaltungszustand. "Group Representatíon Theory, Part B examines modular representation theory of finite groups, and treats several applications to the structure of finite groups. Topics covered in this volume include Green's theorem on induced absolutely indecomposable modules, Brauer's first and second main theorems, the Z*-theorem of Glauberman, Dade's theorem on blocks with cyclic defect group, and the Brauer and Feit-Thompson theorems on linear groups of degree less than (p - 1)/2. This text will be of special interest to graduate students in mathematics and will be highly useful for all mathematicians who employ representation theory in their research. DR. LARRY DORNHOFF is Assistant Professor of Mathematics at the University of Illinois in Urbana. He received his B.S. (1962) from the University of Nebraska and his M.S. (1963) and Ph.D. (1966) from the University of Chicago. Dr. Dornhoff was an instructor at Yale University (1966-68) before joining the Department of Mathematics at the University of Illinois. His research interests center around representations of finite groups (especially solvable groups) and solvable permutation groups, and he has published 10 papers on these topics. Dr. Dornhoff is a member of the American Mathematical Society and the Mathematical Association of America." (Verlagstext) In englischer Sprache. VII, (III), 255-511, (3) pages. Groß 8° (160 x 235mm). Artikel-Nr. BN33028

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