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IBS-CGP Post-doc lecture seriesㅣBethe/Gauge correspondence I - Introducing integrable models

기간 : 2022-11-22 ~ 2022-11-22
시간 : 16:00 ~ 18:00
분야Field
날짜Date 2022-11-22 ~ 2022-11-22 시간Time 16:00 ~ 18:00
장소Place 초청자Host
연사Speaker Norton Lee 소속Affiliation IBS Center for Geometry and Physics
TOPIC IBS-CGP Post-doc lecture seriesㅣBethe/Gauge correspondence I - Introducing integrable models
소개 및 안내사항Content

Abstract

The integrable models are physic systems characterized by the existence of maximal number of conserved quantities. Such system has far fewer degree of freedom than their phase space dimensionality. Thus its evolution is restricted to sub-manifolds of its phase space. In the first part of the lecture I will introduce basic properties of the integrable model and give the example of the Toda lattice integrable model by Morikazu Toda (1967) describing a 1+1-dimensional crystal.

 Pre-registration is certainly required, please visit https://cgp.ibs.re.kr/

학회명Field IBS-CGP Post-doc lecture seriesㅣBethe/Gauge correspondence I - Introducing integrable models
날짜Date 2022-11-22 ~ 2022-11-22 시간Time 16:00 ~ 18:00
장소Place 초청자Host
소개 및 안내사항Content

Abstract

The integrable models are physic systems characterized by the existence of maximal number of conserved quantities. Such system has far fewer degree of freedom than their phase space dimensionality. Thus its evolution is restricted to sub-manifolds of its phase space. In the first part of the lecture I will introduce basic properties of the integrable model and give the example of the Toda lattice integrable model by Morikazu Toda (1967) describing a 1+1-dimensional crystal.

 Pre-registration is certainly required, please visit https://cgp.ibs.re.kr/

성명Field IBS-CGP Post-doc lecture seriesㅣBethe/Gauge correspondence I - Introducing integrable models
날짜Date 2022-11-22 ~ 2022-11-22 시간Time 16:00 ~ 18:00
소속Affiliation IBS Center for Geometry and Physics 초청자Host
소개 및 안내사항Content

Abstract

The integrable models are physic systems characterized by the existence of maximal number of conserved quantities. Such system has far fewer degree of freedom than their phase space dimensionality. Thus its evolution is restricted to sub-manifolds of its phase space. In the first part of the lecture I will introduce basic properties of the integrable model and give the example of the Toda lattice integrable model by Morikazu Toda (1967) describing a 1+1-dimensional crystal.

 Pre-registration is certainly required, please visit https://cgp.ibs.re.kr/

성명Field IBS-CGP Post-doc lecture seriesㅣBethe/Gauge correspondence I - Introducing integrable models
날짜Date 2022-11-22 ~ 2022-11-22 시간Time 16:00 ~ 18:00
호실Host 인원수Affiliation Norton Lee
사용목적Affiliation 신청방식Host IBS Center for Geometry and Physics
소개 및 안내사항Content

Abstract

The integrable models are physic systems characterized by the existence of maximal number of conserved quantities. Such system has far fewer degree of freedom than their phase space dimensionality. Thus its evolution is restricted to sub-manifolds of its phase space. In the first part of the lecture I will introduce basic properties of the integrable model and give the example of the Toda lattice integrable model by Morikazu Toda (1967) describing a 1+1-dimensional crystal.

 Pre-registration is certainly required, please visit https://cgp.ibs.re.kr/

Admin Admin · 2022-11-13 23:43 · 조회 37
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