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Ali Taghavi's user avatar
Ali Taghavi's user avatar
Ali Taghavi's user avatar
Ali Taghavi
  • Member for 11 years, 5 months
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A possible invariant associated to a compact group
@Echo I think your first semtence in your first comment is not true because we jave effective action
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A possible invariant associated to a compact group
@Echo In your comment is not a possible confusion of effective action with free action?Please read the motivational example again
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A possible invariant associated to a compact group
added 101 characters in body; edited tags
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Sphere with bounded curvature
Any way my previous post below has similar flavour mathoverflow.net/questions/152411/…
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Sphere with bounded curvature
Oh Thank you for link to Pestov Inon theorem. I was not aware of this theorem. When I posed this question for my student in midterm examination of undergraduate differential geometry I was not aware of this theorem so it was a spantaneous observation.
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Sphere with bounded curvature
This remind me of a question I posed in my course of "differential geometry" in midterm as follows: Let $\gamma$ be closed curve included in unit circle prove that there is a point whose curvature is $\geq 1$
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Embedding a graph into Euclidean space
I am sorry if my comment is not relevant. But what do you mean by map? What other extra conditions you expect from this map?a graph preserving map?Otherwise every injective map from graph to an epsilon neighborhood of 0 works
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Comparative analysis of history of mathematics
I add a tag Mathematical philosophy
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Hamiltonian-ization of a dynamic system
you may be also interested in the remark at the bottom of the page 2 of arxiv.org/pdf/math/0507516.pdf and item 3 in page 3 of the latter
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Hamiltonian-ization of a dynamic system
More than 20 years ago I found a similar concept in some book mentioning a hamiltonian associated to a vetor field attributed to Dirac. I do not remember the book. I mentioned it at page 7 question 2 of this paper arxiv.org/pdf/math/0409594.pdf
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