Quantum Theory

• The Asymptotic Limits of the Spatially Averaged Probability Distributions from the Solution to the Time-Independent Schroedinger Equation are Equal to the Time-Spent Probability Distribution from Classical Analysis
• Quantum Analysis in Momentum Space
• The Nature and Derivation of the Time-Energy Uncertainty Relation
• The Mathematical Foundations of Quantum Mechanics in a Special Hilbert Space
• The Successive Historical Notions of the Nature of the Fundamental Bits of Matter
• The Copenhagen Interpretation and Why It Is Wrong
• The Irrelevance of Constant Multiliers in an Equation which Determines Probability Densities
• The Asymptotic Limit to the Solution to Schrödinger's Equation for Two Particles Subject to an Attractive Force
• The Time-spent Probability Distribution of a Particle Moving in a Potential Field and Satisfying Relativity
• The Asymptotic Limit of the Probability Distribution of a Particle Moving in a Potential Field in 3D Space
• The Asymptotic Limit of the Probability Distribution of a Particle Moving in a Potential Field in 2D Space
• The Asymptotic Limit of the Probability Distribution of a Particle Moving in a Potential Field
• The Asymptotic Limits to the Quantum Theoretic Probability Distributions for a Harmonic Oscillator
• The Invalidity of the Copenhagen Interpretation of Quantum Theory
• What happens to the energy of particles' fields when they annihilate?
• The Physical Impossibilities of Point Particles
• The Quantum Constant Associated with Nuclear Force Phenomena is not Planck's Constant
• The Dynamics of Free Fields in 3Space (Version 2)
• The Infinities of Quantum Field Theory
• The Theory of Single Quantum Annihilation of Positrons
• Single Quantum Annihilation of Positrons
• The Dynamics of Free Fields in 3D Space
• The Foundations of
  Quantum Field Theory
• Fourier Transforms of the Time Independent Schroedinger Equation
• On the Derivation of the Time-Dependent Schroedinger Equation
• The Solutions to theTime-Independent Schroedinger Equation and their Relationship to the Classical Time-Spent Probability Distributions
• The Wave Function from Schrödinger's Equation is Related to the Time Spent by the System in its Allowable States
• Introduction to the Physics of the Higgs Field
• The Time Period and Time-Spent Probability Density Function for the Periodic Motion of a Particle
• The Correspondence Principle Reduced to a Single Parameter
• Studies on the Correspondence of Static and Dynamic Appearances of Object Motions
• Studies Concerning the Uncerainty Principle
• Second Quantization for Fermion Particles
• Second Quantization in Quantum Physics Means Something Different than What it is Thought to Mean
• The Extension of the Methodology of Lagrangian and Hamiltonian Mechanics to a Continuum of Variables
• The Hall-Wightman Theorem in Relativistic Quantum Field Theory
• The History of the Discovery and Proof of the Connection between the Spin of Particles and their Statistics
• A Short, Simple but Irrefutable Proof that the Copenhagen Interpretation is a Misinterpretation of Quantum Analysis Based upon Schroedinger's Equation
• An Equivalence of Statically and Dynamically Determined Fields
• Quantum Reality, the Time-Independent Schrödinger Equation and the Copenhagen Interpretation Thereof
• A Correspondence Between Statically and Dynamically Determined Fields Due to s
• A Reinterpretation of the Copenhagen Interpretation of Quantum Theory
• A relationship for the Spatial Average of the Probability Density Function Derived from the Solution to a Generalized Helmholtz Equation of One Dimension
• Canonical Quantization and the Particle Statistics for Bosons and Fermions
• The Spatial Average of the Probability Density Function Derived from the Solution to a Generalized Helmholtz Equation of One Dimension
• Second Quantization: The Source of the Difference in Particle Statistics for Bosons and Fermions
• The Existence of Creator and Annihilator Operators in the Canonical Quantization of a Field
• Some General Relationships for Operators on a Function Space
• Illustrations of Quantization in Quantum Field Theory
• Quantization in Quantum Field Theory
• A Classical Interpretation of the Wave Mechanics of Quantum Theory
• Two Versions of the Quantum Analysis of a Free Electron
• The Evolution of the Wave Function of an Electron according to the Time-Dependent Schroedinger Equation
• The Quantum Analysis of a Free Electron
• Two Special Cases of Electron Orbits and the Correspondence Principle
• The Separation-of-Variables Assumption and Its Effect on the Results of Quantum Analysis
• Simulation of the Quantum Motion of an Electron in the Field of a Proton
• The Quantum Mechanical Analysis of a Hydrogen Atom and the Correspondence Principle
• The Invalidity of the Tests
  of the Bell Theorem for
  Charged Particles
• The Nature and Significance of the Bell Theorem
• Renormalization and Quantum Field Theory
• The Reinterpretation of the Experimental Evidence Which Supposedly Supports the Copenhagen Interpretation of Quantum Theory
• The Copenhagen Interpretation and the Nature of Quantum Reality
• Quantum Theory and the Nature of Quantun Reality
• The Centripetal Accleration and the Larmor Effect for the Proton in a Deuteron
• The Larmor Proposition that Accelerated Point Charges Radiate Electromagnetic Waves is Irrelevant in a World of Spatially Distributed Charges
• The Derivation of the Distribution of the Accelerations of Charged Particles as a Function of Temperature
• The Lienard-Weichert Formula for the Radiation of Electromagnetic Waves from an Accelerated Charge
• The Larmor Formula for the Generation of Radiation by Accelerated Charges and the Quantization of Space
• The Satisfaction of the Uncertainty Principle by a Physical System More General than a Harmonic Oscillator
• Time Spent Probability Distributions, their Variances and their Satisfaction of the Uncertainty Principle
• The Asymptotic Equality of a Spatial Average of the Probability Density from Schroedinger's Equation for a Particle in a Potential Field and the Classical Time-Spent Probability Density for that System
• The Interpretation of a Solution to Schroedinger's Time-Independent Equation in Terms of Time Spent in Various Portions of Its Trajectory: The Two Dimensional Case
• The Interpretation of the Wave Function of Schroedinger's Equation as the as the Square Root of the Time-Spent Probability Density Distribution
• Zitterbewegung, the trembling motion of a moving electron
• The Electron Theory of P.A.M. Dirac
• The Derivation of Source and Current Densities of a Quantum Field
• A Translation of the article on Spinning Electrons by G.E. Uhlenbeck and S.A. Goudsmit
• The Proposal by Uhlenbeck and Goudsmit that electrons have spin
• The translation of the article by Otto Stern and Walter Gerlach showing the splitting of an electron beam by its passage through a magnetic field of sharp inhomogeneity
• The So-Called Spin of Subatomic Particles
• The Spin of a Proton and its Relationship to the Spins of its Component Quarks
• The Spin of a Proton
• The Satisfaction of the Uncertainty Principle
  by the Proportion of Time Spent Probability Density
  Distribution of a Particle in a Potential Field
• The Motion of a Particle at the Quantum Level
• The Uncertainty Principle in Quantum Physics
• The Copenhagen Interpretation of Quantum Physics
• The Nature and Proof of the Generalized Uncertainty Principle
• A Rotating Harmonic Oscillator and the Uncertainty Principle
• < ahref="particlesphere.htm"> The Dynamics of a Particle Moving in a Spherically Symmetric Potential Field
• The Oscillation of a Particle in a Potential Field, Energy Quantization and the Uncertainty Principle
• The Uncertainty Principle and a Harmonic Oscillator
• The Time Dependent Schroedinger Equation and the Nature of its Solution
• A Fourier Analysis of the Schroedinger Equation for a Harmonic Oscillator
• The Existence and Nature of Entanglements of Particles
• The Nature of the Wave Function in Schroedinger's Equation
• The Copenhagen Interpretation of the Wave Function for Schrödinger's Equation Is Not Valid; Instead the Wave Function is Related to the Time Spent by the System in its Allowable States
• A Reformulation of the Equations of Hamiltonian Dynamics in Terms of Vector Calculus and the Derivation of a Schrödinger-like Equation for Time-Spent in the Allowable States
• Angular Momentum in Quantum Mechanics
• The Creations of Paul Dirac
• The Electron Theory of Paul Dirac
• The Nature of the Probability Density Function of Quantum Mechanical Analysis
• A Quantum Mechanical Analysis of a Particle Moving in a Central Field:
• The Quantum Mechanical Analysis of a Two Body System
• A Quantum Mechanical Analysis of an Electron Moving in an Electrostatic Field: One Which Satisfies the Correspondence Principle
• The Drama in the Development of Quantum Mechanics in 1926-27
• The Nature of Quantum Jumps: the State Transitions in Quantum Mechanical Systems
• The Conventional Quantum Mechanical Analysis of a Hydrogen Atom Violates the Correspondence Principle
• Electron Motion in Atoms, Quantum Mechanics and the Uncertainty Principle
• An Analysis of Quantization in a Rotating Rhombus of Particles
• The Quantization of Rotational Kinetic Energy as a Result of the Quantization of Angular Momentum
• The Uncertainty Principle for Energy and Time
• The Derivation of the Uncertainty Principle
• A Quantum Mechanical Analysis of Positronium
• The Eigenvalue of the Angular Equation for a Particle in a Central Field
• The Quantum Mechanics of a Particle in a Central Field
• The Probability Density Function from Schroedinger's Equation for a Particle Moving in a Central Field
• A Quasi-Derivation of the Schroedinger Equation
• The Ehrenfest Theorem: Its Nature and Proof
• The Mass and Binding Energies of Nuclides and their Quarkic Composition
• Why Are There So Many More Neutrons than Protons in Heavier Nuclei?
• The Quarkic Source of the Mutual Repulsion of Like Nucleons and Attraction of Unlike Nucleons
• Energy Relationships in a Model of a Deuteron with a Nuclear Strong Force that is an Exponentially Weighted Inverse Distance Squared Law
• The Quantum Mechanics of a Particle in a Central Force Field
• An Analysis of the Quantum States of the Deuteron Using Methods Derived from the Old Quantum Physics of Niels Bohr
• A Generalization of Bohr's Analysis to Any Central Force Field for the Relativistic Case
• A Relativistic Model of the Deuteron Based Upon Bohr's Analysis
• The Bohr-Sommerfeld Model and Nuclear Quantification
• Niels Bohr's Analysis of the Quantum States of an Electron in an Atom
• The Generalization of Bohr's Analysis of the Quantization of Angular Momentum to Any Central Force Field
• A Relativistic Bohr Model of Hydrogen-like Atoms
• The Aharonov-Bohm Effect
• Quantization in a Central Force Field
• Quantization in a Central Force Field, Revised Version
• The De Broglie Wavelength of Electrons
• The Interaction of Electrons Intermediated by Phonons
• The Quantum Mechanics of One Electron Systems