This book determines whether the general member of each family of smooth Fano threefolds admits a Kähler–Einstein metric, using K-stability. Complemented by appendices outlining results needed to understand this active area, it will be essential reading f
ARAUJO, CAROLINA (INSTITUTO NACIONAL DE MATEMATICA PURA E APLICADA (IMPA), RIO DE JANEIRO),CASTRAVET, ANA-MARIA (UNIVERSITE VERSAILLES/SAINT QUENTIN-EN-YVELINES),CHELTSOV, IVAN (UNIVERSITY OF EDINBURGH),FUJITA, KENTO (OSAKA UNIVERSITY, JAPAN),KALOGHIROS, ANNE-SOPHIE (BRUNEL UNIVERSITY),MARTINEZ-GARCIA, JESUS (UNIVERSITY OF ESSEX),SHRAMOV, CONSTANTIN (STEKLOV MATHEMATICAL INSTITUTE, MOSCOW),SUß, HENDRIK (FRIEDRICH-SCHILLER-UNIVERSITAT, JENA, GERMANY),VISWANATHAN, NIVEDITA (LOUGHBOROUGH UNIVERSITY)
Calabi Problem for Fano Threefolds
This book determines whether the general member of each family of smooth Fano threefolds admits a Kähler–Einstein metric, using K-stability. Complemented by appendices outlining results needed to understand this active area, it will be essential reading f
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9781009193399Mladinska knjiga ID
9781009193399Leto izida
2023Datum izida
29.06.2023Število strani
455Status dobavljivosti
7-10 delovnih dniZbirka
London Mathematical Society Lecture Note SeriesZaložnik
Cambridge University PressAvtor
Araujo, Carolina (Instituto Nacional de Matematica Pura e Aplicada (IMPA), Rio de Janeiro),Castravet, Ana-Maria (Universite Versailles/Saint Quentin-en-Yvelines),Cheltsov, Ivan (University of Edinburgh),Fujita, Kento (Osaka University, Japan),Kaloghiros,Dimenzije
151 x 230 x 29BIC
PBF,PBMWOpis
This book determines whether the general member of each family of smooth Fano threefolds admits a Kähler–Einstein metric, using K-stability. Complemented by appendices outlining results needed to understand this active area, it will be essential reading for researchers and graduate students working on algebraic and complex geometry.Pogosto kupljeno skupaj
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