Alexander Osorio

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22 Questions

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7	Let $A$, $B$ be subsets of $S^n$, n≥2. Show that if $A$ and $B$ are closed, disjoint, and neither separates $S^n$, then…
6	$\lim_{p\to \infty}\parallel f\parallel_{p}=\parallel f\parallel_{\infty}$? [duplicate]
4	For what real numbers $a$ does the series $\sum \frac{\sin(ka)}{\log(k)}$ converge or diverge?
4	polynomial function locally to globally polynomial.
3	isomorphisms induced on $H_*$

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213 Reputation

+5	Let $W$ be a Wiener process and $X(t):=W^{2}(t)$ for $t\geq 0.$ Calculate $\operatorname{Cov}(X(s), X(t))$.
+35	Let $A$, $B$ be subsets of $S^n$, n≥2. Show that if $A$ and $B$ are closed, disjoint, and neither separates $S^n$, then…
+5	Holomorphic function which is injective
+5	see when two measures are equal on σ-algebra generated by all intervals in [a,b].

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13 Tags

0 real-analysis × 13	0 sequences-and-series × 2
0 measure-theory × 10	0 differential-topology × 2
0 algebraic-topology × 4	0 metric-spaces
0 calculus × 3	0 complex-analysis
0 probability × 2	0 brownian-motion

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$Mathematics Stack Exchange$

Mathematics

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