Temporal Behavior of Quantum Systems and Quantum Zeno Effect

Saverio Pascazio

R. F. Álvarez-Estrada, J. L. Sánchez‐Gómez

Paolo Facchi A, Saverio Pascazio

Anwar Morgan

We present a unified theoretical framework based on a scalar temporal field to describe foundational quantum phenomena, including double-slit interference, the Quantum Zeno Effect, and delayed choice experiments. The dynamics of the field are governed by temporal stiffness and spatial rigidity , with the ratio naturally determining whether the system exhibits wave-like coherence or particle-like localization. Wave–particle duality, decoherence, and delayed choice behavior emerge dynamically from this single field model, providing a consistent interpretation of quantum measurement and superposition without invoking external collapse postulates or retrocausality. This approach offers a coherent, dynamical explanation for seemingly paradoxical quantum effects in a fully classical-looking Lagrangian framework.

Paolo Facchi A, A. G. Klein, Saverio Pascazio +1 more

We exhibit a specific implementation of the creation of geometrical phase through the state-space evolution generated by the dynamic quantum Zeno effect. That is, a system is guided through a closed loop in Hilbert space by means a sequence of closely spaced projections leading to a phase difference with respect to the original state. Our goal is the proposal of a specific experimental setup in which this phase could be created and observed. To this end we study the case of neutron spin, examine the practical aspects of realizing the “projections, ” and estimate the difference between the idealized projections and the The effect of the observer in quantum mechanics is perhaps nowhere more dramatic than in the collection of phenomena loosely (and casually) known as the “quantum Zeno effect. ” This was first formulated by von Neumann [1, 2], and is deeply rooted in fundamental features of the temporal behavior of quantum systems [3]. During

Kyungwon An