Lecture Notes in Pure and Applied Mathematics, Volumes 114-115M. Dekker., 1989 - Mathematics |
Contents
Geometry of the Hopf Mapping and Pinkalls Tori | 57 |
n Calculation of Large Ext Modules | 79 |
EHP Computations of E₂Sn | 105 |
Copyright | |
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algebra algorithm approximation asymptotic B₁ basis elements Boltzmann equation boundary conditions calculations chain map circle coefficients cohomology complex Conjecture corresponding curve CW complex defined definition denote described Douady EHPSS eigenvalues equivalent example Figure finite function given Hilbert homomorphism homotopy groups Hopf invariant hyperbolic component idempotents Image input integer invariant imbedding iteration Julia set kernel Lemma length linear M-sequence Mandelbrot set Math Mathematics matrix method Misiurewicz point module monomials N-encoded nilpotent groups nonlinear obtain operator orbit P-hard p-rep parameter particles pointer polynomial primitive problem proof quadratic representation ring root point Section sequence solution space sphere Steenrod algebra stem superstable point symmetry set Theorem tion Topology transport equation transport theory Turing machine U₁ University values variables vector y₁ zero