| bio | website | |
|---|---|---|
| location | New Jersey | |
| age | 27 | |
| visits | member for | 2 years, 10 months |
| seen | 2 hours ago | |
| stats | profile views | 992 |
Graduate student in mathematics.
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Aug 1 |
comment |
Dot product in coordinates Ah sorry, I skipped over the part "At first you can prove that dot product is linear..." and thought it just assumed it. |
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Aug 1 |
answered | Dot product in coordinates |
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Aug 1 |
comment |
Dot product in coordinates How does this show that $v \cdot w = |v| |w| \cos \theta$? |
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Jul 31 |
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Motivating Example for Algebraic Geometry/Scheme Theory Thanks for the links, Akhil and Kevin. They are very helpful. The fact that Spec is adjoint to the global sections functor seems like a really good reason for Spec over MSpec. @Akhil: I'm going to have to get further in my study of schemes before I attempt to digest your last paragraph. |
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Jul 30 |
asked | Motivating Example for Algebraic Geometry/Scheme Theory |
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Jul 30 |
revised |
How do you estimate the flow rate of one fluid into another like the Deep Horizon Oil leak? edited tags |
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Jul 29 |
revised |
Why are Hopf algebras called quantum groups? added 2 characters in body |
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Jul 29 |
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Why are Hopf algebras called quantum groups? @BBischof: thanks for the link. I'm really interested in this stuff and have seen Rosenberg's name pop-up quite a few times. |
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Jul 29 |
awarded | Organizer |
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Jul 29 |
revised |
Intuitive explanation of covariant, contravariant and Lie derivatives edited tags |
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Jul 28 |
answered | Intuitive explanation of covariant, contravariant and Lie derivatives |
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Jul 28 |
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What is the difference between matrix theory and linear algebra? This question received satisfying answers on mathoverflow and I see no reason for it to be here. |
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Jul 28 |
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Why are Hopf algebras called quantum groups? @BBischof I am also interested in this same issue and I do not know much more than what I said in my answer. When I said quantum space I really meant (rather circularly) a "space" whose algebra of functions is non-commutative. |
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Jul 28 |
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What's the difference between open and closed sets? I think this is too vague of a question and is not a very good seeded question. If the questioner knows what a topology is, then they would be able to make the question more precise. If they don't know what a topology is, then they shouldn't be asking this question. |
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Jul 28 |
answered | Why are Hopf algebras called quantum groups? |
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Jul 28 |
answered | Cotangent bundle |
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Jul 27 |
awarded | Beta |
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Jul 27 |
answered | How to prove that a conditionally convergent series can be rearranged to sum to any real number? |
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Jul 27 |
comment |
Why is the integral expression for the length of a curve more complicated than the expression for area or volume of a figure rotated? In all cases you're integrating a differential form. The cases are really not different since in each one you integrate the volume element over a manifold (a 1-manifold in the case of finding the length of the curve). The difference is that in finding the length of the curve, the volume element is induced by the metric. |
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Jul 27 |
answered | What's so “natural” about the base of natural logarithms? |