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Answers
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14
Which are the best mathematics journals, and what are the differences between them?
10
What are your favorite instructional counterexamples? (2)
2
Taking lecture notes in lectures
6
Not especially famous, long-open problems which anyone can understand
3
What is the best graph editor to use in your articles?
10
What are the big problems in probability theory?
5
Where are mathematics jobs advertised if not on mathjobs (e.g. in Europe and elsewhere)?
4
More open problems
26
New grand projects in contemporary math (2)
5
“Industry”/Government jobs for mathematicians
9
How can there be topological 4-manifolds with no differentiable structure?
10
How to select a journal?
1
Interesting results in algebraic geometry accessible to 3rd year undergraduates
3
Why do probabilists take random variables to be Borel (and not Lebesgue) measurable?
4
Theorems in Euclidean geometry with attractive proofs using more advanced methods
9
Proof synopsis collection
4
Pedagogical question about linear algebra
4
Open problems in Euclidean geometry ?
15
Classification problem for non-compact manifolds
2
When should a result be made into a paper?
15
Journals for undergraduates (3)
6
Correlation and Causation. When can we believe correlation (reasonably, at least) imply causation
14
What is the Cayley projective plane?
2
Important results that use infinite-dimensional manifolds?
0
What are your favorite puzzles/toys for introducing new mathematical concepts to students?
4
Roadmap to learning about Ricci Flow?
4
Why are parabolic subgroups called “parabolic subgroups”?
6
Where to publish a paper on the Mafia game?
2
References for complex analytic geometry?
5
Vector spaces without natural bases
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