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Weighted Complete Intersections
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Language:
English
Published/Copyright:
2026
About this book
This book discusses geometric properties of smooth weighted intersections in the context of mirror symmetry. It includes a series of open problems in algebraic geometry and mirror symmetry and a series of examples methods and applications. The book will appeal to graduate students and researchers in algebraic geometry.
well regarded authors, timely monograph
Author / Editor information
Victor V. Przyjalkowski and Constantin Shramov, Steklov Math. Institute, of the Russian Academy of Sciences, Russia.
Topics
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Frontmatter
I -
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Dedication
V -
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Contents
VII -
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Preface
XI -
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Outline of the book
XV -
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Notation and conventions
XXIII - Part I Definitions and basic properties
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1 Weighted projective spaces
3 -
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2 Weighted complete intersections
57 -
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3 Smooth and quasi-smooth weighted complete intersections
102 -
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4 Toric point of view
156 - Part II Geometric and numerical properties
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5 Divisors
183 -
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6 Numerical bounds
215 -
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7 Automorphisms
239 -
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8 Hodge minimality
251 - Part III Mirror symmetry
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9 Landau–Ginzburg models
277 -
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10 First middle Hodge number
310 -
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11 Nef-partitions
335 -
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T Tables
349 -
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A Algebra
365 -
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B Branch loci
401 -
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Dedication
407 -
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Bibliography
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Index
419
Publishing information
Pages and Images/Illustrations in book
eBook published on:
February 2, 2026
eBook ISBN:
9783110719048
Hardcover published on:
February 2, 2026
Hardcover ISBN:
9783110718829
Pages and Images/Illustrations in book
Front matter:
26
Main content:
424
Illustrations:
3
Tables:
14
Audience(s) for this book
Researchers, libraries.
Safety & product resources
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Manufacturer information:
Walter de Gruyter GmbH
Genthiner Straße 13
10785 Berlin
productsafety@degruyterbrill.com
