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PseudoNeo
  • Member for 12 years, 7 months
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2 votes
Accepted

Why is the fundamental group of a prime, reducible 3-manifold $\mathbb{Z}$?

2 votes

Order of an element in $\mathbb{F}_q$ where $p^k = q$

2 votes
Accepted

A unitary matrix taking a real matrix to another real matrix, is it an orthogonal matrix?

1 vote

Multiple roots of a polynomial over a field of characteristic $p$

1 vote
Accepted

Ramified coverings of a manifold

1 vote

group of order $198$

1 vote

Symmetric groups isomorph to dihedral groups.

1 vote

Non-Cyclic Subgroup of $GL(2, \mathbb Z)$

1 vote

Center of the unit group $R^\times$ of a ring.

1 vote

The relation between the algebraic dimensions of a vector space and its dual

1 vote
Accepted

What is the meaning of $\Omega^o_n$?

1 vote
Accepted

The leaf of the foliation has countable basis

1 vote

Dehn twist generators for mapping class group of a punctured disc

1 vote

Curvature flow for convex planes curves

1 vote

Book for semisimple rings.

1 vote
Accepted

Basis and dimensions

1 vote
Accepted

Are 3#4 and 3*#4composite knots isotopic?

1 vote

If $f,g$ are quadratic forms over $\mathbb{R}$ and $f$ is positive definite, can you reduce the both simultaneously to sum of squares?

1 vote

Prove that $\sin^4\theta+\cos^4\theta=\frac{3+\cos4\theta}{4}$

1 vote

What is the order of the following elements in this group?

1 vote

Linear independence of standard basis vectors from Vandermonde style vectors

0 votes

Prove that the quotient space $V/V^\perp$ is regular

0 votes

Very detailed book for topological K-theory

0 votes

Are there functions of boolean parameters that must evaluate more than two variables?

0 votes

Diffeomorphism of elementary symmetric polynomials

0 votes
Accepted

Surjective group homomorphism $f:A_4\times \mathbb{Z}_2 \to S_3$

0 votes
Accepted

Can we recover the signature of a knot from an Alexander module presentation matrix?

0 votes
Accepted

Degree of minimal polynomial when number of distinct eigenvalues are given

0 votes
Accepted

Generators of a subgroup of the modular group

0 votes

suppose $tr(A^k) = tr(B^k)$ for all $k$=$1,2,....$. why $A$ and $B$ are same characteristic polynomial? .

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