About 164,000 results
I.M. James - 1999 - 1056 pages
|Klein was impressed by Poincarei's uniformization theorem and, stimulated by |
Poincaré's achievements, he discovered a remarkable theorem of his own, which
he called the fundamental theorem of the theory of automorphic functions [1 883,
Silvio Levy - 2001 - 342 pages
|On the other hand, it is not difficult to show, as Klein did, that there are no points [|
v, w, x, y, z] for which the rank is less than 3. Therefore the rank 3 locus is an
algebraic locus. Felix Klein discovered the remarkable theorem that this locus is ...
José Seade - 2006 - 238 pages
|Special cases are the signature theorem of Hirzebruch, the Hirzebruch-Riemann-|
Roch theorem, the Lefschetz fixed ... Chapter V somehow provides a higher-
dimensional analogue of Klein's theorem (in Chapter II) for the particular case of
|What is novel in Klein's theorem is the idea that the function 77 in the |
Ruckkehrschnitt theorem can be so chosen that the corresponding image of the
Riemann surface on the sphere is a circular arc polygon of 4p sides all
perpendicular to a ...
Paul Moritz Cohn - 1995 - 500 pages
|Grothendieck group of projectives, 186 HCLF = highest common left factor, 32 |
Hahn-Banach theorem, 188, 420, 442 ... term, 216 Klein's nilpotence condition,
23, 40, 250 Klein's theorem, 23, 40 LCLM, LCPvM, least common left, right,
Lipman Bers, Irwin Kra, Bernard Maskit - 1998 - 564 pages
|Klein's theorem can be applied repeatedly, to more than two groups. For instance|
, a Schottky group on p generators is the free product of p cyclic loxodromic
groups. Maskit [84, 85, 87] refined Klein's theorem and supplemented it by two
|50B KLEIN'S THEOREM . The sum of finitely many nil ideals of bounded |
index is nil of bounded index. A General Wedderburn Theorem A right .R-module
M is balanced if the canonical homomorphism of R into the biendomorphism ...
|Theorem 12.2.19 es- sentially appeared in Fricke's 1894 paper Die |
Kreisbogenvierseite und das Princip der Symmetrie . See also Vol.I of Fricke
and Klein's 1897 treatise . For a discussion of the fractal nature of limit sets
of Schottky ...