MathOverflow
Mikhail Goltvanitsa's user avatar
Mikhail Goltvanitsa's user avatar
Mikhail Goltvanitsa's user avatar
Mikhail Goltvanitsa
  • Member for 8 years, 3 months
  • Last seen more than a month ago
Profile Activity
Stats
732
reputation
5k
reached
4
answers
14
questions
Communities
View all
About

I am interesting in theory of rings and modules, pseudo-random sequences and linear recurrent sequences over rings and modules.

Badges
View all badges
This user doesn’t have any gold badges yet.
3
silver badges
16
bronze badges
Top tags
View all tags
5
Score
8
Posts
44
Posts %
4
Score
11
Posts
61
Posts %
4
Score
4
Posts
22
Posts %
4
Score
3
Posts
17
Posts %
1
Score
7
Posts
39
Posts %
1
Score
4
Posts
22
Posts %
Top posts
View all questions and answers
question
8
Polynomial roots in the ring extension
Apr 30, 2016
question
7
Linear permutations commuting with $x\rightarrow x^{-1}$
May 12, 2018
question
7
Cycle types of permutations from affine group
Feb 24, 2019
question
6
Splitting subspaces and finite fields
Feb 10, 2016
question
6
What is the essence of the constant factor in the standard definitions of the discriminant?
Sep 6, 2017
question
5
Is it true that every subspace contain a primitive element?
May 16, 2017
question
5
Where can we find polynomial's root?
Aug 20, 2017
question
4
How can we find a monic polynomial with the smallest degree in left ideal of $\mathrm{Mat}(F[x])$?
Oct 1, 2017
question
4
Rotatable matrix, its eigenvalues and eigenvectors
May 15, 2018
answer
4
Polynomial roots in the ring extension
Jul 29, 2017
Top network posts
View all network posts
10
Book on finite group theory, containing a sufficient number of examples
8
Automorphisms for direct products of finite commutative nilpotent rings.
6
Involutions of full matrix ring $M_n(R)$
6
Normalizer of subnormal subgroup. Problem 2.A.9 from FGT by Isaacs
6
For every sufficiently large $m$ there exists $k$ such that $m = k + \tau(k)$