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Ilya Nikokoshev's user avatar
Ilya Nikokoshev's user avatar
Ilya Nikokoshev's user avatar
Ilya Nikokoshev
  • Member for 15 years, 2 months
  • Last seen more than 1 year ago
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Homology of algebraic varieties in Okounkov's paper on enumerating algebraic curves
also, I think the title had too many extra words; also edited first phrase
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Homology of algebraic varieties in Okounkov's paper on enumerating algebraic curves
There's no reason the paper couldn't be linked, let's just do that!
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What are some mathematical concepts that were (pretty much) created from scratch and do not owe a debt to previous work?
I don't think it's fair to characterize Shannon's information theory as completely new. In fact, the idea of a qualitative matric of information was quite well-known under the name of enthropy in physics (statistical mechanics was developed in 19th-first half of 20th century). Shannon introduced that concept into math and formalized it; but he didn't pretend to invent the idea, and even used the same name!
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A single paper everyone should read?
+1. Quite an amazing paper!
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Cone of curves and Mori theorem for algebraic surfaces
That looks like an interesting theorem! Could you provide a link for those new to it, please?
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