Jeff Strom's user avatar
Jeff Strom's user avatar
Jeff Strom's user avatar
Jeff Strom
  • Member for 14 years, 2 months
  • Last seen more than a month ago
31 votes
Accepted

Suspension of a topological space

6 votes

How many n-dimensional closed submanifolds of $R^n$ have Euler characteristic 1?

-1 votes

Is Higman's group a free product?

24 votes
Accepted

Homotopy equivalent Postnikov sections but not homotopy equivalent

11 votes

Why do bees create hexagonal cells ? (Mathematical reasons)

4 votes
Accepted

Extension of refined subspace topology

5 votes

What are your favorite concrete examples of limits or colimits that you would compute during lunch?

20 votes
Accepted

Divisibility in the homotopy groups of spheres?

5 votes

What is the smallest class of spaces closed under finite homotopy colimits, finite homotopy limits, and splitting of homotopy-coherent idempotents?

25 votes
Accepted

Image of a map on cohomology rings

2 votes
Accepted

The model category structure on $\mathbf{TMon}$

40 votes

In a topological space if there exists a loop that cannot be contracted to a point does there exist a simple loop that cannot be contracted also?

3 votes
Accepted

Is the Hurewicz model category left proper?

2 votes

Injectivity implies surjectivity

40 votes

What are some noteworthy "mic-drop" moments in math?

3 votes
Accepted

Rationalization of topological groups and degree maps

7 votes

Fiber homotopy equivalence

31 votes

Main statement as theorem or corollary

3 votes

How does one justify funding for mathematics research?

3 votes

17 camels trick

2 votes

Topological Complexity $TC$ of two robots moving on number $8$

5 votes

Non-homogeneous space $X$ such that $X\cong X\setminus \{x\}$ for all $x\in X$

14 votes

Teaching Steenrod Operations

3 votes

a comparison between LS and cohomological dimension

17 votes

An abstract nonsense proof of the Hurewicz theorem

3 votes

What is the most useful non-existing object of your field?

7 votes

Kunneth Theorem and localisation

1 vote

Combinatorial distance between simplicial complexes

2 votes

The Hopf invariant is an isomorphism for $\pi_3 (S^2)$

3 votes

Special cases of Dirichlet's theorem

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