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yidiq7 committed Mar 31, 2024
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8 changes: 0 additions & 8 deletions _data/contacts.yml
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Active:

- name: Liuning He
url:
email: [email protected]
institute: MIT
image: members/liuning.jpg
field: Sponsor


- name: Miaochen Jin
url: https://miaochenjin.GitHub.io
email: [email protected]
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14 changes: 14 additions & 0 deletions _data/lectures.yml
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- title: "Spring 2024"

- date: 3/22
speaker: Prof. Koji Hashimoto & Daichi Takeda
institute: Kyoto University
title: >
<strong>Physics behind Japanese movies & Towards understanding black hole non-equilibrium thermodynamics</strong>
slides:

- date: 3/9
speaker: Jinzheng Li
institute: Northeastern
title: >
<strong>Cosmological first order phase transition and Gravitational wave</strong>
slides:

- date: 2/24
speaker: Zhenhuan Liu
institute: Tsinghua
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2 changes: 1 addition & 1 deletion _includes/special_thanks.html
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<div class="special_thanks">
<h3>Special Thanks</h3>
We would like to extend our gratitude to <a href="https://scholar.harvard.edu/arguelles/bio">Professor Argüelles-Delgado</a> and <a href="https://lppc.physics.harvard.edu/">LPPC</a> for generously providing the seminar venue, and our friend Victor Cao for his kind provision of the tasty food!
We would like to extend our gratitude to <a href="https://scholar.harvard.edu/arguelles/bio">Professor Argüelles-Delgado</a> and <a href="https://lppc.physics.harvard.edu/">LPPC</a> for generously providing the seminar venue!
</div>

6 changes: 4 additions & 2 deletions _news/announcement_2.md
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---
layout: post
date: 2024-2-24 19:00:00
date: 2024-04-06 19:00:00
inline: true
---

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- 7:30 PM: talk begins -->

- Upcoming general topic seminar:
- TBD
<!--
- **Title: Predicting Arbitrary State Properties from Single Hamiltonian Quench Dynamics (2/24)**
- by *Zhenhuan Liu*
- Palfrey House, 18 Hammond St, Cambridge, 7:00 PM
- Abstract: analog 量子模拟一般用于量子多体问题的研究,是量子计算的一种重要路径。一般来讲,analog量子模拟的平台只能做一些特定的量子演化,也就是说系统的哈密顿量形式非常受限,例如光晶格,里德堡系统都有自己特有的哈密顿量形式。这样受限的量子演化能力对于模拟一些特定的量子多体问题是足够的,但是会对量子测量带来极大的影响。具体来说,任何一个量子信息处理任务,包括量子计算,在任务的最后总是需要获得系统的某一种信息,例如关联函数,保真度,以及纠缠熵。这些物理量的测量需要我们有执行某一种具体的量子演化的能力,而 analog 量子系统却并不擅长执行我们所希望的量子演化。因此现在大多数的 analog 量子模拟任务最终只能测量粒子数关联等非常少的物理量。
- Abstract: analog 量子模拟一般用于量子多体问题的研究,是量子计算的一种重要路径。一般来讲,analog量子模拟的平台只能做一些特定的量子演化,也就是说系统的哈密顿量形式非常受限,例如光晶格,里德堡系统都有自己特有的哈密顿量形式。这样受限的量子演化能力对于模拟一些特定的量子多体问题是足够的,但是会对量子测量带来极大的影响。具体来说,任何一个量子信息处理任务,包括量子计算,在任务的最后总是需要获得系统的某一种信息,例如关联函数,保真度,以及纠缠熵。这些物理量的测量需要我们有执行某一种具体的量子演化的能力,而 analog 量子系统却并不擅长执行我们所希望的量子演化。因此现在大多数的 analog 量子模拟任务最终只能测量粒子数关联等非常少的物理量。 -->


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