Quantum Mechanics and Applications

Reformulation of non-relativistic quantum mechanics using hydrodynamic equations, extended to particles confined to surface waves with specific boundary conditions.

Theoretical analysis of how local noise restricts quantum circuits to shallow depths and prevents barren plateaus, enabling efficient classical simulation of observable expectation value estimation.

Ze Framework proposes relativistic and quantum effects emerge from causal event statistics. Eight falsifiable predictions formalized with computational verification confirming five core.

Lorentz time dilation emerges from pure counting dynamics in binary event streams without spacetime geometry, suggesting relativistic physics is fundamentally informational.

Unified framework for delegated quantum computing shows that prepare-and-send and receive-and-measure protocols are interchangeable, removing fundamental constraints on distributed quantum computing.

Study demonstrates that non-Gaussian continuous quantum measurements can achieve near-optimal coherent state discrimination, surpassing traditional Gaussian limits without requiring photon detection.

Characterization of probability measures where Bayesian updating via conditional probability formula constitutes the unique updating mechanism under relational assumptions

Contextual Bohmian Mechanics with local context field resolves Albert's Macro-Object Problem for primitive ontology quantum mechanics through hylomorphic composition of matter and form.