An Introduction to Invariants and Moduli (Cambridge Studies by Shigeru Mukai,W. M. Oxbury

By Shigeru Mukai,W. M. Oxbury

included during this 2003 quantity are the 1st books in Mukai's sequence on moduli thought. The thought of a moduli house is principal to geometry. although, its impression isn't limited there; for instance, the speculation of moduli areas is an important factor within the evidence of Fermat's final theorem. Researchers and graduate scholars operating in components starting from Donaldson or Seiberg-Witten invariants to extra concrete difficulties equivalent to vector bundles on curves will locate this to be a priceless source. among different issues this quantity contains a more robust presentation of the classical foundations of invarant idea that, as well as geometers, will be worthwhile to these learning illustration concept. This translation supplies a correct account of Mukai's influential jap texts.

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