강연 / 세미나
세미나
세미나
일정
IBS - Mathematical Physics Seminar ㅣ Strings, knots and quivers
기간 : 2022-11-04 ~ 2022-11-04
시간 : 17:00 ~ 18:00
개최 장소 : Online Streaming
개요
IBS - Mathematical Physics Seminar
분야Field | |||
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날짜Date | 2022-11-04 ~ 2022-11-04 | 시간Time | 17:00 ~ 18:00 |
장소Place | Online Streaming | 초청자Host | |
연사Speaker | Piotr Sułkowski | 소속Affiliation | University of Warsaw |
TOPIC | IBS - Mathematical Physics Seminar ㅣ Strings, knots and quivers | ||
소개 및 안내사항Content | AbstractIn this talk I will review the knots-quivers correspondence and mention some recent developments in this regard. The knots-quivers correspondence is the statement that various invariants associated to a knot are encoded in the corresponding quiver. This statement follows from engineering both knots and quivers in related brane systems in string theory. Recent developements, which I will mention at least briefly, include understanding the structure of various quivers that correspond to the same knot, using topological recursion to determine quiver generating series and corresponding quiver A-polynomias, and finding a quiver representation of so-called Z-hat invariants. ★ Pre-registration is certainly required, please visit https://cgp.ibs.re.kr/ |
학회명Field | IBS - Mathematical Physics Seminar ㅣ Strings, knots and quivers | ||
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날짜Date | 2022-11-04 ~ 2022-11-04 | 시간Time | 17:00 ~ 18:00 |
장소Place | Online Streaming | 초청자Host | |
소개 및 안내사항Content | AbstractIn this talk I will review the knots-quivers correspondence and mention some recent developments in this regard. The knots-quivers correspondence is the statement that various invariants associated to a knot are encoded in the corresponding quiver. This statement follows from engineering both knots and quivers in related brane systems in string theory. Recent developements, which I will mention at least briefly, include understanding the structure of various quivers that correspond to the same knot, using topological recursion to determine quiver generating series and corresponding quiver A-polynomias, and finding a quiver representation of so-called Z-hat invariants. ★ Pre-registration is certainly required, please visit https://cgp.ibs.re.kr/ |
성명Field | IBS - Mathematical Physics Seminar ㅣ Strings, knots and quivers | ||
---|---|---|---|
날짜Date | 2022-11-04 ~ 2022-11-04 | 시간Time | 17:00 ~ 18:00 |
소속Affiliation | University of Warsaw | 초청자Host | |
소개 및 안내사항Content | AbstractIn this talk I will review the knots-quivers correspondence and mention some recent developments in this regard. The knots-quivers correspondence is the statement that various invariants associated to a knot are encoded in the corresponding quiver. This statement follows from engineering both knots and quivers in related brane systems in string theory. Recent developements, which I will mention at least briefly, include understanding the structure of various quivers that correspond to the same knot, using topological recursion to determine quiver generating series and corresponding quiver A-polynomias, and finding a quiver representation of so-called Z-hat invariants. ★ Pre-registration is certainly required, please visit https://cgp.ibs.re.kr/ |
성명Field | IBS - Mathematical Physics Seminar ㅣ Strings, knots and quivers | ||
---|---|---|---|
날짜Date | 2022-11-04 ~ 2022-11-04 | 시간Time | 17:00 ~ 18:00 |
호실Host | 인원수Affiliation | Piotr Sułkowski | |
사용목적Affiliation | 신청방식Host | University of Warsaw | |
소개 및 안내사항Content | AbstractIn this talk I will review the knots-quivers correspondence and mention some recent developments in this regard. The knots-quivers correspondence is the statement that various invariants associated to a knot are encoded in the corresponding quiver. This statement follows from engineering both knots and quivers in related brane systems in string theory. Recent developements, which I will mention at least briefly, include understanding the structure of various quivers that correspond to the same knot, using topological recursion to determine quiver generating series and corresponding quiver A-polynomias, and finding a quiver representation of so-called Z-hat invariants. ★ Pre-registration is certainly required, please visit https://cgp.ibs.re.kr/ |
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2022-10-31 13:51 ·
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2017년 이전 세미나