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math.CV2019
Strong localization of invariant metrics
John Erik Fornæss, Nikolai Nikolov
A quantitative version of strong localization of the Kobayashi, Azukawa and Sibony metrics, as well as of the squeezing function, near a plurisubharmonic peak boundary point of a d…
math.CV2019
An analogue of the squeezing function for projective maps
Nikolai Nikolov, Pascal J. Thomas
In the spirit of Kobayashi's applications of methods of invariant metrics to questions of projective geometry, we introduce a projective analogue of the complex squeezing function.…