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Quantum Mechanics in Simple Matrix Form Thomas F. Jordan

Quantum Mechanics in Simple Matrix Form par Thomas F. Jordan

Quantum Mechanics in Simple Matrix Form Thomas F. Jordan


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Résumé

This simple text makes basic quantum mechanics accessible with a minimum of mathematics. The focus is on the matrices representing physical quantities.

Quantum Mechanics in Simple Matrix Form Résumé

Quantum Mechanics in Simple Matrix Form Thomas F. Jordan

This simple text makes basic quantum mechanics accessible with a minimum of mathematics. The focus is on the matrices representing physical quantities. States are described simply by mean values of physical quantities or by probabilities for possible values. This approach reveals the essential simplicity of quantum mechanics by focusing on basics and working only with key elements of mathematical structure. The book introduces all mathematics involved with using algebra of matrices, complex numbers, probabilities and mean values, and offers over 100 problems.

Sommaire

A Strange Equation. Imaginary Numbers. Matrices. Pauli Matrices. Vectors. Probability. Basic Rules. Spin and Magnetic Moment. Sunrise and First View. All Quantities Made from Spin. Non-Negative Quantities. What Can Be Measured. General Rules. Two Spins. Einstein's Instincts. Bell's Inequalities. Heisenberg's Uncertainty Relation. Quantized Oscillator Energy. Bohr's Model. Angular Momentum. Rotational Energy. The Hydrogen Atom. Spin Rotations. Small Routines. Changes in Space Location. Changes in Time. Changes in Velocity. Invariance and What it Implies. Index.

Informations supplémentaires

GOR013219574
9780471817512
0471817511
Quantum Mechanics in Simple Matrix Form Thomas F. Jordan
Occasion - État d'usage
Broché
John Wiley and Sons Ltd
19860101
260
N/A
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