We develop protocols that stay effective where ideal theory breaks down — under noise, finite measurement data, and limited control. Our work spans quantum estimation theory, variational algorithms, and quantum-enhanced sensing, from foundations through to implementations on near-term devices.

Quantum-enhanced protocols that exploit entanglement, squeezing, and optimal control to reach precision beyond classical limits — including time-dependent strategies and networked sensors robust to realistic noise.
Read more →
Device-aware variational and feedback-based methods — VQE, variational compilation, exact gradients, and FALQON-style control — designed to remain practical under limited circuit depth and hardware noise.
Read more →
Practical methods to detect, certify, and protect entanglement on noisy devices: nonlocality tests, variational entanglement witnesses, and optimized measurement strategies for multipartite systems.

Quantum correlations beyond classical hidden-variable models, studied in multipartite systems and quantum networks — connecting foundational questions to verification and communication protocols.
Nozomu Takahashi, Le Bin Ho, Hiroaki Matsueda
Advanced Quantum Technologies 9, e70376 (2026)
Nguyen Minh Duc, Vu Tuan Hai, Le Bin Ho, Lan Nguyen Tran
Machine Learning: Science and Technology 7, 045030 (2026)
Mai Nguyen Phuong Nhi, Lan Nguyen Tran, Le Bin Ho
Journal of Computational Science 100, 102965 (2026)
Le Bin Ho
Physical Review D 113, 074507 (2026)
Adriel I. Santoso, Le Bin Ho
Physical Review D 112, L081301 (2025)
We welcome students and researchers interested in quantum estimation theory, variational algorithms, and quantum sensing. Postdoctoral, PhD, and master's positions are open.