Gunhee Park 박건희 朴健熙

302 posts

Gunhee Park 박건희 朴健熙

Gunhee Park 박건희 朴健熙

@quantumgunhee

PhD at @Caltech, Tensor Networks, Open quantum systems, Quantum Dynamics Garnet Chan group

Katılım Aralık 2020
172 Takip Edilen266 Takipçiler
Gunhee Park 박건희 朴健熙
Gunhee Park 박건희 朴健熙@quantumgunhee·
lnkd.in/gWy-2XvY Excited to share that our work on "Simulating quantum dynamics in two-dimensional lattices with tensor network influence functional belief propagation" is now accepted in the Physical Review B Journal!
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John Preskill
John Preskill@preskill·
The annual @IQIM_Caltech retreat at Lake Arrowhead is an opportunity to spend the weekend with some of my favorite scientists. It is always an uplifting and illuminating experience.
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Srijan Bhattacharyya
Srijan Bhattacharyya@Srijan_bh·
Honored to receive the award. Thanks for all the support @AndresMonCas
CCG_MOE@CCG_MOE

[𝗔𝗡𝗡𝗢𝗨𝗡𝗖𝗘𝗠𝗘𝗡𝗧] Chemical Computing Group & @AmerChemSociety @ACSCOMP Division, congratulate the 𝗔𝗖𝗦 𝗙𝗮𝗹𝗹 2025 𝗖𝗖𝗚 𝗘𝘅𝗰𝗲𝗹𝗹𝗲𝗻𝗰𝗲 𝗔𝘄𝗮𝗿𝗱𝘀 𝘄𝗶𝗻𝗻𝗲𝗿𝘀! For more details, visit the ACS COMP Awards webpage @ bit.ly/469d8uR #CompChem #CADD

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Gunhee Park 박건희 朴健熙
Gunhee Park 박건희 朴健熙@quantumgunhee·
Presenting a poster on influence functional belief propagation at Telluride summer school
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SijingDu
SijingDu@SijingDu52·
Late advertisement of our new work on a novel hybrid method of combing fermionic tensor networks and neural networks for tackling fermionic ground state problems. arxiv.org/abs/2506.08329
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Gunhee Park 박건희 朴健熙
Gunhee Park 박건희 朴健熙@quantumgunhee·
🔧 The CPTP property is particularly important when implementing dynamics on quantum hardware through a quantum channel. Our framework opens a path to efficient quantum simulations of open quantum systems in near-term quantum platforms, such as trapped-ion ⚛️ devices.
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Gunhee Park 박건희 朴健熙
Gunhee Park 박건희 朴健熙@quantumgunhee·
🔍 This time, we ask: Can we retain that efficiency without giving up the CP condition? ✅ The answer is yes - by introducing couplings between pseudomodes, we construct the coupled Lindblad pseudomode framework, which preserves the CPTP condition.
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Gunhee Park 박건희 朴健熙
Gunhee Park 박건희 朴健熙@quantumgunhee·
🚀 New Paper on arXiv! I’m excited to share our latest work: “Coupled Lindblad pseudomode theory for simulating open quantum systems” arxiv.org/abs/2506.10308 with Zhen Huang, Garnet Chan, and Lin Lin
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Senrui Chen
Senrui Chen@CSenrui·
🪇Disambiguating Pauli noise in quantum computers scirate.com/arxiv/2505.226… Quantum noise characterization suffers from "gauge ambiguity" due to noisy initialization and measurements. We show this does not stop us from correctly mitigating errors, with up to 92-qubit experiments
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Jiaqing Jiang
Jiaqing Jiang@JiaqingJ·
With Akshar, @yiyiicai, and @YT59529321 we prove high-temperature fermionic Gibbs state is a probabilistic distribution over Gaussian states. Very proud of Akshar and Yiyi --- undergraduates at Caltech! My first experience working with undergraduates! scirate.com/arxiv/2505.097…
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이칸쵸이
이칸쵸이@_ikany·
생각할수록 수학으로 밥 벌먹고 살기 위해서 아이큐 상상력 언어능력 정치력 이런 거 다 필요없고 >>수학 말고 다른 걸 할 줄 모르기<< 역시 이게 제일 중요한 능력인 듯 무려 후천적으로도 키울 수 있음
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Senrui Chen
Senrui Chen@CSenrui·
I defended my PhD dissertation today!! 🍾🎓⚛️ Thank you to everyone who supported me along this wonderful journey.
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Gunhee Park 박건희 朴健熙
Gunhee Park 박건희 朴健熙@quantumgunhee·
🚀 New paper out on arXiv! We developed a tensor network algorithm to simulate quantum dynamics in 2D lattices, combining the concept of tensor network influence functional (TN-IF) and belief propagation (BP). arxiv.org/abs/2504.07344
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Gunhee Park 박건희 朴健熙
Gunhee Park 박건희 朴健熙@quantumgunhee·
📊 With this new method, we benchmarked against recent IBM experiments on kicked Ising dynamics (heavy-hex lattice) and simulated 2D TFIM quenches on square lattices—capturing long-time dynamics beyond the reach of traditional methods! arxiv.org/abs/2504.07344
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Gunhee Park 박건희 朴健熙
Gunhee Park 박건희 朴健熙@quantumgunhee·
🧩 BP works well on tree-like lattices—but on 2D square lattices, loops introduce errors. To go beyond this BP limit, we developed a cluster expansion for IF-BP that systematically captures loop-induced correlations.
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