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What Determines An Algebraic Variety?: (Ams-216) (Annals Of Mathematics Studies, 216)

What Determines An Algebraic Variety?: (Ams-216) (Annals Of Mathematics Studies, 216)

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Product Details
Author:
János Kollár, Max Lieblich, Martin Olsson, Will Sawin
Publisher:
Princeton University Press
Publication Date:
Jul 25, 2023
Number of pages:
240 pages
Language:
English
Binding:
Paperback
ISBN-10:
0691246815
ISBN-13:
9780691246819

Overview

In this monograph, the authors approach a rarely considered question in the field of algebraic geometry: to what extent is an algebraic variety X determined by the underlying Zariski topological space ]X]? Before this work, it was believed that the Zariski topology could give only coarse information about X. Using three reconstruction theorems, the authors prove -- astoundingly -- that the variety X is entirely determined by the Zariski topology when the dimension is at least two. It offers both new techniques, as this question had not been previously studied in depth, and future paths for application and inquiry--


  • | Author: János Kollár, Max Lieblich, Martin Olsson, Will Sawin
  • | Publisher: Princeton University Press
  • | Publication Date: Jul 25, 2023
  • | Number of Pages: 240 pages
  • | Language: English
  • | Binding: Paperback
  • | ISBN-10: 0691246815
  • | ISBN-13: 9780691246819

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