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i am circle
  • Member for 5 years, 4 months
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  • California, USA
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What is the logical progression in algebraic tools for studying spaces (varieties -> schemes, sheaves, topos etc.)?
@jpp my elementary understanding is no doubt tripping us up here. As a physicist I'm used to using geometric and algebraic tools as methods for probing some aspects of spaces, say the shape of a magnetic field to interpret properties of particles, or shapes of fermionic fluids in topological insulators. I use the words "shape" and "space" as general property of physical systems. My question is: Since we are interested in describing more esoteric properties, how should I best think about the progression of these tools and the information they carry. Apologies if these questions are too vague
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