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MikeTeX's user avatar
MikeTeX
  • Member for 10 years
  • Last seen more than a month ago
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Top posts
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question
10
Proving that polynomials belonging to a certain family are reducible
Dec 22, 2021
question
7
Could a nice principle be extracted from this lemma of Gauss
Sep 18, 2021
question
7
Helmholtz decomposition of compactly supported fields
May 8, 2022
question
6
Divisibility of the degree of an extension by the degree of its residual field
Jan 25, 2015
question
5
What are the solutions in numbers of $xyz \mid x^n + y^n + z^n$, $x,y,z$ globally coprime
Sep 28, 2022
question
4
Properties of the displacement field, assuming only smooth charge distribution and Gauss's theorem
Mar 5, 2023
answer
3
Divisibility of the degree of an extension by the degree of its residual field
Mar 1, 2015
question
2
variants of ramification groups - need terminology and sources
Dec 20, 2014
question
2
specific question related to the extension of an integrally closed domain and the residual fields
Feb 3, 2015
answer
2
Extension of homomorphism to place in quotient field, or of local ring to valuation ring in quotient field
Dec 23, 2014
Top network posts
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15
A curious property of the fractional part
14
High speed passive probe - contradiction between authors or different points of view?
13
Big discrepancy between theoretical and actual power through my pulse generator
12
Where are Ćuk converters
12
Find all continuous functions satisfying $\int_0^xf=(f(x))^2+C$ for some constant $C \neq 0$.