Group Theoretical Foundations of Quantum Mechanics

Foundations; Why Geometry So Physics Require Complex Numbers; Properties Of State Functions; The Foundations Of Coherent Superposition; Geometry Transformations Groups And Observers; The Poincare Group And Its Implications; The Dimension Of Space; Bosons Fermions Spinors And Orthogonal Groups; The Complete Reasonableness Of Quantum Mechanics; Terminology And Conventions; The Einstein Podolsky Rosen Paradox; Experimental Meaning Of The Concept Of Identical Particles; Nonexistence Of Superselection Rules; Complex Groups Quantum Mechanics And The Dimension And Reality Of Space; The Reality And Dimension Of Space And The Complexity Of Quantum Mechanics.