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Ellie K's user avatar
Ellie K's user avatar
Ellie K's user avatar
Ellie K
  • Member for 13 years, 6 months
  • Last seen more than a week ago
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Prominent non-mathematical work of mathematicians
@Chan-HoSuh Robert Mercer is an electrical engineering PhD who also made significant contributions to Renaissance Tech, but much greater contributions to digital image processing. I did not know about James Ax. Thank you!
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Examples of common false beliefs in mathematics
I thought only non-mathematicians believed this: "when I am calm and patient I win, but when I lose my temper I lose big time"!
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Understanding a quip from Gian-Carlo Rota
This is lovely, Tom! Le teorie vanno e vengono ma le formule restano. It evokes the same feeling as realizing that Ohm's Law, V=IR remains valid in the classical AND quantum worlds
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Latest "A Term of Commutative Algebra" by Altman and Kleiman?
I agree with both @YemonChoi and Carl-Fredrik. This question is equally or maybe more appropriate for Math SE than MathOverflow. I don't know if it is possible to migrate it. Designating authorship of the question (and answer) as Community Wikis seems reasonable, as an ad hoc measure.
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Replication crisis in mathematics
edited content for clarity including add'l tag and better formatting, grammar; added URL that is referenced but wasn't provided
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What is so special about set theory anyway?
In what way is this an "ideal" question?
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Microwaving Cubes
Corrected sentence fragments; removed atypical usage of single quotes for words; denoted uniformly heated term using single quote
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Understanding a quip from Gian-Carlo Rota
I misspelled Yau's name as "Yang" in my prior edit. Oops... sorry
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Understanding a quip from Gian-Carlo Rota
Corrected the reference to Darij Grinberg's work, as user Darij Grinberg provided two better alternatives to his work in this comment on the answer https://mathoverflow.net/questions/270490/understanding-a-quip-from-gian-carlo-rota#comment668987_270494
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Understanding a quip from Gian-Carlo Rota
Tom, you might want to consider including your third comment in your answer. Rota's sentence structure is poor, and leads to ambiguity. In your comment, you clarify what he said without changing the meaning of his original phrase. The rest of your comment responds directly to the question in its entirety (there are two parts: what Rota meant in the quoted paragraph AND about the connections between symmetric functions to the three terms). Combined, this is a good answer!
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Is it worthwhile to give off-topic talks?
@NateEldredge Good point. That is why the excerpted Arnold passage is more wit than advice. In another paragraph, he describes his notion of Russian intelligentsia, especially mathematicians, who work without any regard for compensation. That paper was dated 1997, but I'm guessing that he alluded to a more umm, planned economy than exists in the U.S. or Russia now. I agree with you, that it is essential that a grad student be able to get a decent job, any job. Arnold is brilliant, verbally fluent, but it reads more like a literary magazine (sardonic commentary) than typical AMS material.
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