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Sergio Charles
  • Member for 5 years, 8 months
  • Last seen more than a month ago
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About

I am a junior at Stanford University, studying Computer Science and Mathematics, with a concentration in AI/ML and interests in NLP, Meta-Learning, and RL.

End-goal (somewhat cliché): Improve the lives of others around me.

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All Questions Answers
Score Newest
question
7
How does one complexify a real $n$-dimensional Riemannian manifold $(M,g)$?
Jul 24, 2018
question
2
Relationship between the Betti numbers $b_i(M;\mathbb{Q})$ and the dimension of rational homotopy $\dim_{\mathbb{Q}}\pi_i(M)\otimes\mathbb{Q}$
Jul 25, 2018
question
2
Show that the rational cohomology ring $H^*(M;\mathbb{Q})$ needs at least two generators
Jul 20, 2018
question
1
Is there a class of non-symmetric spaces $G/SO(n)$ such that $Hol(G/SO(n))=SO(n)$?
Jul 28, 2018
question
1
Can a continuous map on a Hilbert manifold be approximated by a map which has infinitely many critical points?
Aug 3, 2018
answer
0
Computing $H^*(BDiff(W_{\infty},D^{\infty});\mathbb{Q})$ via Mumford-Morita-Miller classes
Aug 5, 2018
answer
0
Can a continuous map on a Hilbert manifold be approximated by a map which has infinitely many critical points?
Aug 29, 2018
question
0
How do we compute the even cohomology $H^{2i}(Q)$ of the affine hyperquadric?
Jul 30, 2018
question
0
Compute the rational cohomology ring $H^*(M;\mathbb{Q})$ of a product of Lie groups (and their quotients)
Jul 28, 2018
question
-2
Generalizing the Madsen-Weiss Theorem via the scanning map $\mathscr{C}(M,\mathbb{R}^{\infty})\to\Omega^{\infty}AG^+_{\infty,d}$
Aug 1, 2018
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10
How to compute cellular homology of a handle decomposition $D^m\cup H^{\gamma_1}\cup\dots\cup H^{\gamma_N}$
7
How do we compute homology from the nerve $\text{Nrv}(\Sigma)$ for $\Sigma=\{S^n,\dots,S^n\}$ covering the CW complex $M$?
6
What are the simply-connected non-compact irreducible symmetric spaces?
6
How do I create a channel and server token using AgoraRtcEngineKit in Swift?
5
Show that the rational cohomology ring $H^*(M;\mathbb{Q})$ needs at least two generators

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