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Matt E
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22
Non-Scientific questions solved by mathematics
21
about the enigma of L-function
21
Is there an elementary proof for Fermat's last theorem?
20
Does a finite commutative ring necessarily have a unity?
19
Should one understand a proof of every important theorem in a field of mathematics to research?
19
Ramanujan's First Letter to Hardy and the Number of $3$-Smooth Integers
19
New Idea on B.S.D conjecture
19
What is the spectral theorem for compact self-adjoint operators on a Hilbert space actually for?
18
Group cohomology versus deRham cohomology with twisted coefficients
18
knowledge needed to understand Fermat's last theorem proof
18
Proving a known zero of the Riemann Zeta has real part exactly 1/2
18
Why does a meromorphic function in the (extended) complex plane have finitely many poles?
18
Representation theory of the additive group of the rationals?
17
Differentiation of $x^{\sqrt{x}}$, how?
17
On the relationship between Fermats Last Theorem and Elliptic Curves
17
When is an elliptic integral expressible in terms of elementary functions?
17
Motivation behind topology
17
Has Abstract Algebra ever been of service to Analysis?
17
matrices commute=common set of eigenvectors?
16
Is the Birch and Swinnerton-Dyer conjecture solved?
16
Hensel's Lemma and Implicit Function Theorem
15
If adjunction arises everywhere, where is it in the fundamental theorems?
15
The group of roots of unity in the cyclotomic number field of an odd prime order
15
Proof $\mathbb{A}^n$ is irreducible, without Nullstellensatz
15
Picard's Little Theorem Proofs
15
Cool examples of the Central Limit Theorem in action
15
How to prove a manifold is simply connected?… using geometry
15
Precise connection between Poincare Duality and Serre Duality
14
Where do Cantor sets naturally occur?
14
Why isn't $\mathbb{C}[x,y,z]/(xz-y)$ a flat $\mathbb{C}[x,y]$-module
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