139

Answers
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322
Fundamental Examples (33)
159
What are some examples of colorful language in serious mathematics papers? (5)
67
Examples of common false beliefs in mathematics. (2)
58
If Erdős is published as Erdös in a paper, which do I cite?
42
New grand projects in contemporary math (3)
40
Most harmful heuristic?
37
Most memorable titles (2)
33
Magic trick based on deep mathematics
32
What are the big problems in probability theory? (2)
32
What notions are used but not clearly defined in modern mathematics?
32
Elementary+Short+Useful (4)
31
When should a supervisor be a co-author?
30
Making sure that you have comprehended a concept
28
How to find ICM talks?
27
What is the first interesting theorem in (insert subject here)? (2)
27
Resources for mathematics advising.
25
Do good math jokes exist? (2)
25
Experimental Mathematics (3)
24
Awfully sophisticated proof for simple facts (2)
21
Taking lecture notes in lectures (2)
19
Why are planar graphs so exceptional?
19
What are the most general classes of simplicial complexes or posets for which the Charney-Davis conjecture is known, and what is the most general setting for which it might expected to be true? (2)
18
Examples in mirror symmetry that can be understood.
18
The concept of Duality (2)
17
Demonstrating that rigour is important
16
Generalizations of Planar Graphs (5)
16
A single paper everyone should read? (2)
15
Has mathoverflow yet led to mathematical breakthroughs?
15
Convex Polyhedra
14
Characterizing faces of 3-dimensional polyhedra. (Related to Victor Eberhard’s Theorem [1890]:)
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