Tag Archives: integer sequences
The Kervaire-Milnor Formula
The K-M formula and its ingredients are presented in 1) Bernoulli numbers and the unity of mathematics by Barry Mazur, p.14, Secs. 4, 5, and 6 2) Differential topology forty-six years later by Milnor 3) Homotopy group of spheres Wikipedia … Continue reading →
Posted in Math
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Tagged Alternating permutations, Appell sequences, Bernoulli numbers, cycle graph, Dirichlet eta function, Euler numbers, Exotic sphere, exponential generating function, Fermi-Dirac distribution, homotopy group, hypersphere, integer sequences, Kervaire Milnor formula, n-sphere, parallelizable manifold, Riemann zeta function
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