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The order of a group of automorphisms of a compact Klein surface of genus 3 with boundary does not exceed 24 [see C. L. May, Pac. J. Math. 59, 199-210 (1975; Zbl 0422.30037)]. These groups of automorphisms are quotients of NEC groups of isometri[...]texto impreso
Montesinos Amilibia, José María ; González Acuña, Francisco Javier ; Birman, Joan S. | Michigan Mathematical Journal | 1976The authors construct an infinite family of prime homology 3-spheres of Heegaard genus 2, satisfying the following two non-uniqueness properties: (1) Each of the manifolds can be structured as the 2-fold cyclic branched cover over each of two in[...]texto impreso
Let E and F be two real Banach spaces. For n = 0, 1, ...,1, let Cnw ub(E; F) be the space of n-times continuously differentiable functions f: E ! F such that, for each integer j _ n and each x 2 E, both the jth derivative mapping fj : E ! P(jE; [...]texto impreso
This paper deals with Heegaard splittings and Heegaard diagrams (denoted H-diagrams). Two interesting examples are given which shed light on certain questions about "minimality'' of H-diagrams. An H-diagram is a quadruple (M,F,v,w), where M is a[...]texto impreso
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Lojasiewicz pointed out in 1965 that the semialgebraic set {xtexto impreso
Equisingularity for plane curves can be described in terms of the Puiseux invariants (Puiseux exponents of the branches and the intersection multiplicities). For space curves, the combinatorics of the resolution process is equivalent to the Arf [...]
