 About 2,170 results  books.google.com 1964  No preview 
 books.google.com 1992  No preview 
 books.google.com On the other hand, it is not difficult to show, as Klein did, that there are no points [
w, 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 ... 

 books.google.com Klein was impressed by Poincaré'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 [1883,
... 

 books.google.com Klein's Bottle Now we will study the surface N, which is also called Klein's bottle.
This special case is not covered by Theorem 4.10 and is particularly instructive.
Theorem 4.11. The complete graph K7 cannot be embedded into the surface N2. 

 books.google.com THE THEOREMS OF OSCILLATION OF STURM AND KLEIN. (SECOND PAPER.
) BY PKOFESSOE MAXIMS BoCHER. <Read before the American Mathematical
Society at the Meeting of February 26, 1898.) The following pages form a ... 

 books.google.com This was the outstanding problem which Klein emphasized,* but to which Bocher
seems never to have given ... rigorous form, and gave the first analytic proof of
Klein's theorem of oscillationi Reference should also be made to his article on the
... 

 books.google.com What is novel in Klein's theorem is the idea that the function 17 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 ... 

 books.google.com ON A THEOREM OF PROF. KLEIN'S RELATING TO SYMMETRIC MATRICES. By
Arthur Buchheim, M.A. The theorem, that if a is a real symmetric matrix the roots
of  a — \  = 0* are all real, is old and well known. Prof. Klein has given a ... 

 books.google.com Klein's theorem is also true for these, and the corresponding singular surfaces
are: z21+z32+z2z33 = 0 for the binary octahedral group Γ(2,3,4), and z21 +
z22z3 + zr+13 = 0 for the binary dihedral group with 4r elements. In the special
case r ... 

 