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Quantum Mechanics: Based on the Principle of Minimum Mean Deviation from Statistical Equilibrium and Indepen Book

Quantum Mechanics: Based on the Principle of Minimum Mean Deviation from Statistical Equilibrium and Indepen
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Quantum Mechanics: Based on the Principle of Minimum Mean Deviation from Statistical Equilibrium and Indepen, , Quantum Mechanics: Based on the Principle of Minimum Mean Deviation from Statistical Equilibrium and Indepen
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  • Quantum Mechanics: Based on the Principle of Minimum Mean Deviation from Statistical Equilibrium and Indepen
  • Written by author Silviu Guiasu
  • Published by Nova Science Publishers, Incorporated, March 2001
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Pt. IThe General Model3
The Mathematical Model11
Application 1: A Free Particle in a One-Dimensional Box29
Application 2: A Free Particle in a Three-Dimensional Box33
Application 3: Two Noninteracting Free Particles in a One-Dimensional Box39
Application 4: The Harmonic Oscillator45
Application 5: The Hydrogen Atom51
Application 6: The Ground State of the Helium Atom63
Application 7: The Ground State of the Lithium Atom90
Conclusion103
App. 1Entropy as a Measure of Uncertainty105
App. 2Maximum Entropy Principle119
App. 3The Uniqueness of Entropy136
App. 4The Variational Theorem and the Least Weighted Deviation142
App. 5A Series Representation of 1/r[subscript 12]154
App. 6Computer Program 1158
App. 7Computer Program 2160
App. 8Computer Program 3162
App. 9Computer Program 4164
Pt. IIThe Linear Approximation167
The Mathematical Formalism175
Probability Wave Functions184
Probabilistic Models for the Atom Structure191
Examples218
Computer Programs282
Conclusion294
References299


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