Chandrasekhar
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Registered User
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Graduate student pursuing Mathematics. |
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2d |
answered | List of open problems of formal languages |
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Jun 14 |
comment |
“Twisted” universal enveloping algebra? @Mariano: It's Ramaiyengar and not Ramiengar Sridharan |
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Jun 12 |
revised |
What is known about this product? Know changed to known |
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Jun 8 |
revised |
Shift-invariant submultiplicative seminorms of $\ell^{\infty}$ $\ell\infty$ changed to $\ell^{\infty}$ |
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Jun 8 |
comment |
Roadmap to reach Arithmetic Geometry for a Physics Major @Math-Phys Lover: "Arithmetic Geometry" the name itself suggests that there is going to be $\textbf{Algebraic Geometry}$ involved, even if you were to start from scratch. So I don't see anybody skipping Algebraic Geometry and learning Arithmetic Geometry. |
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May 29 |
revised |
Ratio of weighted sums => weighted sum? displaystyle added |
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May 24 |
awarded | ● Nice Answer |
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May 6 |
comment |
Is a “non-analytic” proof of Dirichlet’s theorem on primes known or possible? @Noah: Dear Noah, the link which you mention doesn't seem to work. Could you please rectify the link |
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Apr 15 |
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concavity of the function $(g\circ f)/f$, where $g$ is concave and $f$ is decreasing and convex @FF: Dear FF, please read the FAQ. I think this question is not suitable for MO, you might want to try posting it a math.stackexchange.com |
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Apr 15 |
revised |
concavity of the function $(g\circ f)/f$, where $g$ is concave and $f$ is decreasing and convex edited title |
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Mar 8 |
awarded | ● Popular Question |
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Mar 1 |
comment |
a problem in functional analysis that erdos solved in 2 lines @Victor: Hmmm..I would rather consider $\Gamma$-functions as part of real analysis than Functional Analysis. |
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Mar 1 |
comment |
a problem in functional analysis that erdos solved in 2 lines @Victor: Does proving $\pi$ to be transcendental involve functional analysis? |
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Feb 28 |
awarded | ● Notable Question |
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Jan 1 |
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Math Zeitgeist 2012 For me, its Prof. Zhiwei Yun being awarded with the SASTRA-Ramanujan Prize. It's special because it's Ramanujan's 125th birth anniversary :) |
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Dec 29 |
answered | Old books still used |
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Dec 26 |
comment |
Using Quotient of Prime Numbers to Approximation Reals A related question mathoverflow.net/questions/53736/… |
