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teil
  • Member for 14 years, 9 months
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Is it true that the only interesting topologies are metric topologies and weak topologies?
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What would be the ramifications of homotopy theory being as easy as homology theory?
@ Mariano: I hadn't thought of that. Assuming that I could obtain his email address, do you think academics would be interested in answering emails from amateurs such as myself?
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What would be the ramifications of homotopy theory being as easy as homology theory?
@Scott: 37 will always be prime, but it may be that someone in the future will find a better way to calculate homotopy groups. I see it as being similar to L-functions, no-one can determine their roots, but people are excited about L-functions because if their roots could be found then all sorts of excellent things would follow. But I don't know what excellent things would follow from improvements to homotopy theory.
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