Academics

Early Fault-Tolerant Quantum Algorithms in Practice: Application to Ground-State Energy Estimation

Time: Wednesday, 16:15-17:15, June 3, 2026

Venue:Ningzhai 204

Organizer:Jin-Peng Liu

Speaker:Chang Liu

Quantum Scientific Computation and Quantum Artificial Intelligence

Organizer:

Jin-Peng Liu 刘锦鹏

Speaker:

Chang Liu 刘畅

Time:

Wednesday, 16:15-17:15, June 3, 2026

Venue:

Ningzhai 204

Tencent meeting::523-5882-8284

Title:

Early Fault-Tolerant Quantum Algorithms in Practice: Application to Ground-State Energy Estimation

Abstract:

Ground-state energy estimation is a central problem in quantum algorithms. While quantum phase estimation is a powerful theoretical tool, its deep circuits can be costly for early fault-tolerant quantum computers.

In this talk, I will discuss the work by Kiss et al. on using spectral cumulative distribution functions and Fourier moments for ground-state energy estimation. The main idea is to use shallower real-time evolution circuits and repeated sampling to identify low-energy spectral support of an initial state, rather than directly running deep phase estimation.

I will explain the basic method, its connection to quantum phase estimation, and the main tradeoffs in the early fault-tolerant regime.

References:

[1] Kiss et al., “Early Fault-Tolerant Quantum Algorithms in Practice: Application to Ground-State Energy Estimation,” Quantum 9, 1682, 2025; arXiv:2405.03754.

Bio: Chang Liu is a PhD student at the Institute of Applied Physics and Computational Mathematics.

Speaker:

Hao-En Li 李昊恩

Time:

Wednesday, 17:15-18:15, June 3, 2026

Venue:

Ningzhai 204

Tencent meeting::523-5882-8284

Title:

Probing phase transitions via short-time dissipative dynamics

Abstract:

We propose a dynamical approach for identifying ground-state quantum phases through short-time dissipative cooling. By rapidly suppressing high-energy components, the dynamics drives the system into a low-energy manifold whose observables reveal the underlying phase well before equilibration. More broadly, our results suggest a pragmatic path toward quantum advantage for applications in many-body physics: begin with benchmark problems and progressively move toward more challenging regimes, where such approaches may offer genuine computational benefits. This is a joint work with Y. Yang and L. Lin.

Bio: Hao-En Li is currently a PhD student at the Department of Mathematics, UC Berkeley. He is interested in quantum many-body problems. He received the 2024 Tsinghua University Special Scholarship (Undergraduate).

DATEJune 3, 2026
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