28,144 reputation
253123
bio website math.tsukuba.ac.jp/~carnahan
location 筑波市, Japan
age
visits member for 4 years, 9 months
seen 15 hours ago
I think this is a neat project.

15h
comment Any other operators that may convert agebraic function into transcendental ones
I'm not sure what you mean by transcendental function on a Riemann surface - anything holomorphic with essential singularities at isolated points? In any case, you are working with infinite dimensional vector spaces, so without further constraints the answer is still yes.
15h
comment Rational structures on the flag variety over a finite field
It is not the action of $F$ that gives $X$ the rational structure. For any field $k$ (or indeed any base scheme), and any affine $k$-group $G_0$, the quotient by a closed affine subgroup $B_0$ is a $k$-scheme. In your case, $F$ acts on $G/B$ by $\mathbb{F}_q$-morphisms.
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comment Any other operators that may convert agebraic function into transcendental ones
I am unable to understand the condition you described. It might help to use symbols. At any rate, you need to describe your ambient space of functions precisely before any such question can be answered.
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reviewed Leave Closed Any other operators that may convert agebraic function into transcendental ones
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comment Any other operators that may convert agebraic function into transcendental ones
No it is not. There is an infinite dimensional space of such operators. You should ask such questions at math.stackexchange.com
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reviewed Close Conditional Distribution of Inverse Wishart
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reviewed Leave Open commutative algebra, diagonal morphism
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reviewed Close Complex Phase Problem Relating to Binary Quadratic Forms
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reviewed Close Any other operators that may convert agebraic function into transcendental ones
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reviewed Close How to test whether a distribution follows a power law?
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comment Any other operators that may convert agebraic function into transcendental ones
Without further conditions on the operators, your question is a bit too trivial to belong here.
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reviewed Close A question on Burdzy's proof of non-increase of Brownian motion
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comment japanese/chinese for mathematicians?
Zagier's dictionary is mostly correct, but there are a few flaws. For example, "odd number" and "even number" are switched, and "satisfy" should be 満たす (mitasu) rather than 満足 which is an adjective and is more appropriate for the emotional condition of a person.
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awarded  Necromancer
Jul
20
reviewed Leave Open Vertex transitive and edge transitive and line graph
Jul
20
reviewed Leave Closed Associated prime ideals and local cohomology
Jul
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reviewed Leave Closed Rational structures on the flag variety over a finite field
Jul
20
comment Rational structures on the flag variety over a finite field
For clarification: Is $B$ defined over $\mathbb{F}_q$?
Jul
20
reviewed Leave Closed Derivatives of infinite order
Jul
20
reviewed Leave Closed Help with extension of f (mentioned below) to f: Zp -> Zp ,continuous function