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Punctured Logarithmic Maps Dan Abramovich Qile Chen Mark Gross Bernd Siebert

Name: Punctured Logarithmic Maps Dan Abramovich Qile Chen Mark Gross Bernd Siebert
SKU: BELL-231627966
Price: 31.00 USD
Availability: InStock
Rating: 4.25 (88 reviews)

SKU: BELL-231627966

$ 31.00 ~~$ 45.00~~ (-31%)

4.3

88 reviews

Punctured Logarithmic Maps Dan Abramovich Qile Chen Mark Gross Bernd Siebert instant download after payment.

Publisher: EMS Pres

File Extension: PDF

File size: 1.04 MB

Pages: 166

Author: Dan Abramovich & Qile Chen & Mark Gross & Bernd Siebert

ISBN: 9783985475865, 9783985470860, 3985475865, 3985470863

Language: English

Year: 2025

Volume: 15

Product desciption

Punctured Logarithmic Maps Dan Abramovich Qile Chen Mark Gross Bernd Siebert by Dan Abramovich & Qile Chen & Mark Gross & Bernd Siebert 9783985475865, 9783985470860, 3985475865, 3985470863 instant download after payment.

We introduce a variant of stable logarithmic maps, which we call punctured logarithmic maps. They allow an extension of logarithmic Gromov–Witten theory in which marked points have a negative order of tangency with boundary divisors. As a main application we develop a gluing formalism which reconstructs stable logarithmic maps and their virtual cycles without expansions of the target, with tropical geometry providing the underlying combinatorics.
Punctured Gromov–Witten invariants also play a pivotal role in the intrinsic construction of mirror partners by the last two authors, conjecturally relating to symplectic cohomology, and in the logarithmic gauged linear sigma model in work of Qile Chen, Felix Janda and Yongbin Ruan.