Gil Kalai

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Name Gil Kalai
Member for 3 years
Seen 3 hours ago
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Location Jerusalem
Age 57
Professor of Mathematics at the Hebrew University of Jerusalem and at Yale University
43

Questions
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Experimental Mathematics

mar 1 at 15:35 Julien Puydt 1,112●1●7●16

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Volumes of Sets of Constant Width in High Dimensions

jul 22 10 at 0:22 Greg Kuperberg 36.3k●2●116●179

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Solutions to the Continuum Hypothesis

oct 28 at 5:45 none 1●1

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Logic in mathematics and philosophy

jun 15 at 7:39 Gil Kalai 10.7k●6●80●144

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A Book You Would Like to Write

nov 21 at 23:35 Gil Kalai 10.7k●6●80●144

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Taking lecture notes in lectures

nov 9 10 at 1:05 Gil Kalai 10.7k●6●80●144

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139

Answers
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322
Fundamental Examples (33)
159
What are some examples of colorful language in serious mathematics papers? (5)
66
Examples of common false beliefs in mathematics. (2)
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If Erdős is published as Erdös in a paper, which do I cite?
42
New grand projects in contemporary math (3)
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Most harmful heuristic?
37
Most memorable titles (2)
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Magic trick based on deep mathematics
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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
27
How to find ICM talks?
27
What is the first interesting theorem in (insert subject here)? (2)
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Resources for mathematics advising.
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Do good math jokes exist? (2)
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Experimental Mathematics (3)
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Awfully sophisticated proof for simple facts (2)
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Taking lecture notes in lectures (2)
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)
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Examples in mirror symmetry that can be understood.
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The concept of Duality (2)
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Why are planar graphs so exceptional?
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Demonstrating that rigour is important
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Generalizations of Planar Graphs (5)
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A single paper everyone should read? (2)
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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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