报告题目:AdS/cMERA and holographic complexity.
报告人：舒富文
报告时间：15:00-16:00
报告地点：理A110
Title: AdS/cMERA and holographic complexity.
Abstract:
In this talk, I would like to report recent progress on emergent geometries from CFT in the framework of AdS/cMERA. As an example, I will briefly present how the thermal geometry emerges from CFT at finite temperature by using the truncated cMERA and the SS-duality,respectivlely. Then, I would like to address a recent conjectured connection between reduced fidelity susceptibility and holographic complexity (RFS/HC duality). I will give a quantitative proof of the duality by performing both holographic and field theoretical computations. With this duality, a set of remarkable identities of the reduced fidelity susceptibility, which may have significant implications for our understanding of the reduced fidelity susceptibility.
报告人： 舒富文，博士，教授，博士生导师。江西省百千万人才工程人选，南昌大学赣江青年学者，南昌大学相对论天体物理与高能物理中心主任，江西省天文学会秘书长,中国物理学会引力与相对论天体物理分会理事。研究领域为引力与黑洞物理，近年在量子纠缠、引力物理的理论模型构建和检验方面开展了一系列研究工作，其中包括黑洞全息原理、黑洞热力学、量子信息与张量网络及早期宇宙的扰动理论等方面取得了一定成果。近年来在Phys.Rev.D、Phys Lett B、JHEP等国际一流SCI期刊上发表论文30余篇；科研成果获得国际同行关注，主要成果被国内外同行引用500余次（高能数据库Inspirehep数据）。近年来承担了包括国家自然科学基金在内的各类科研项目10余项。获得上海自然科学奖二等奖一项。
Abstract:
In this talk, I would like to report recent progress on emergent geometries from CFT in the framework of AdS/cMERA. As an example, I will briefly present how the thermal geometry emerges from CFT at finite temperature by using the truncated cMERA and the SS-duality,respectivlely. Then, I would like to address a recent conjectured connection between reduced fidelity susceptibility and holographic complexity (RFS/HC duality). I will give a quantitative proof of the duality by performing both holographic and field theoretical computations. With this duality, a set of remarkable identities of the reduced fidelity susceptibility, which may have significant implications for our understanding of the reduced fidelity susceptibility.
报告人： 舒富文，博士，教授，博士生导师。江西省百千万人才工程人选，南昌大学赣江青年学者，南昌大学相对论天体物理与高能物理中心主任，江西省天文学会秘书长,中国物理学会引力与相对论天体物理分会理事。研究领域为引力与黑洞物理，近年在量子纠缠、引力物理的理论模型构建和检验方面开展了一系列研究工作，其中包括黑洞全息原理、黑洞热力学、量子信息与张量网络及早期宇宙的扰动理论等方面取得了一定成果。近年来在Phys.Rev.D、Phys Lett B、JHEP等国际一流SCI期刊上发表论文30余篇；科研成果获得国际同行关注，主要成果被国内外同行引用500余次（高能数据库Inspirehep数据）。近年来承担了包括国家自然科学基金在内的各类科研项目10余项。获得上海自然科学奖二等奖一项。
时间地点：8月1日 下午3点--4点 理A110