Blended and random measurements provide insights into quantum systems with the Gentle Random Measurement Lemma.
Unvereinbarkeiten zwischen dem Unabhängigkeitspostulat, der Vielwelten-Theorie und der Konstruktionstheorie werden aufgezeigt.
Neue notwendige Bedingungen für die Sättigung des QCRB in der Einzelkopie-Multiparameter-Schätzung werden etabliert.
Thermal states of local Hamiltonians are separable above a certain temperature, challenging conventional entanglement beliefs.
Utilizing Quantum Langevin Dynamics for optimization problems, proving convergence in convex landscapes.
Algebraic approach for exact model reduction in quantum dynamics.
量子力学におけるコンテクスチュアリティとKochen-Speckerセットの下限解析に焦点を当てる。
Analyzing the algebraic structure of quantum channels and their subsets, focusing on idempotent channels and their applications in coding-encoding problems.
This work introduces a variational approach for fermionic time-dependent wave functions, surpassing mean-field approximations by capturing many-body correlations.
The author presents a study on Quantum Event Learning Problems, introducing the Gentle Random Measurement Lemma to analyze the disturbance caused by random measurements. Algorithms for Quantum OR are developed based on blended measurements.