We determine that the wavefunction of an interacting particle is the superposition of its virtual concurrent states. In many cases we can tell what concurrent states arise. Furthermore, we derive the Schrodinger and Dirac equations as the unique conditions the wavefunction must satisfy at each point in order to fulfill the corresponding averaged energy relation. In the balanced particle state and wave approach we follow, quantum dynamics becomes tangible and we obtain a logically connected and physically justified quantum theory
From the Hilbert space formalism we note that five simple conditions are satisfied by the orthogonal...
A dynamical treatment of a quantum in a potential is proposed by using the formulation of quantum me...
In this book Jeffrey A. Barrett provides an introduction to the history and conceptual foundations o...
Quantum systems are dynamic systems restricted by the principles of quantum mechanics (linearity of ...
Quantum mechanics is a mathematical formalism that models the dynamics of physical objects. It deals...
Quantum mechanics was developed during the first few decades of the twentieth century via a series o...
A mathematical model of the so-called wave-AND-particle, which constantly and simultaneously exhibit...
An elementary review of the origin of quantum theory, with focus on the nature of the quantum dynami...
p-Mechanics is a consistent physical theory which describes both quantum and classical mechanics sim...
In a few previous papers, we developed a theoretical framework displaying the thermodynamic, mechani...
We propose quantization relationships which would let us describe and solution problems originated b...
Interactionist dualism is often rejected based on the claim that the physical world is causally clos...
Abstract: It is shown that quantum mechanics can be presented as a hydrodynamic of some quantum flui...
Traditional quantum mechanics seems to start with the Schrodinger equation which is solved for a fun...
Simulating the exact quantum dynamics of realistic interacting systems is presently a task beyond re...
From the Hilbert space formalism we note that five simple conditions are satisfied by the orthogonal...
A dynamical treatment of a quantum in a potential is proposed by using the formulation of quantum me...
In this book Jeffrey A. Barrett provides an introduction to the history and conceptual foundations o...
Quantum systems are dynamic systems restricted by the principles of quantum mechanics (linearity of ...
Quantum mechanics is a mathematical formalism that models the dynamics of physical objects. It deals...
Quantum mechanics was developed during the first few decades of the twentieth century via a series o...
A mathematical model of the so-called wave-AND-particle, which constantly and simultaneously exhibit...
An elementary review of the origin of quantum theory, with focus on the nature of the quantum dynami...
p-Mechanics is a consistent physical theory which describes both quantum and classical mechanics sim...
In a few previous papers, we developed a theoretical framework displaying the thermodynamic, mechani...
We propose quantization relationships which would let us describe and solution problems originated b...
Interactionist dualism is often rejected based on the claim that the physical world is causally clos...
Abstract: It is shown that quantum mechanics can be presented as a hydrodynamic of some quantum flui...
Traditional quantum mechanics seems to start with the Schrodinger equation which is solved for a fun...
Simulating the exact quantum dynamics of realistic interacting systems is presently a task beyond re...
From the Hilbert space formalism we note that five simple conditions are satisfied by the orthogonal...
A dynamical treatment of a quantum in a potential is proposed by using the formulation of quantum me...
In this book Jeffrey A. Barrett provides an introduction to the history and conceptual foundations o...