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![]() Title:What Is Quantum Information? Information Symmetry and Mechanical Motion Authors:Vasil Penchev Tags:axiom of (transfinite) induction, axiom of choice, category theory, Hamilton representation, Hilbert space, information symmetry, Lagrange representation, Minkowski space, Peano arithmetic, pseudo-Riemannian space and Standard model Abstract: The concept of quantum information is introduced as both normed superposition of two orthogonal subspaces of the separable complex Hilbert space and invariance of Hamilton and Lagrange representation of any mechanical system. The base is the isomorphism of the standard introduction and the representation of a qubit to a 3D unit ball, in which two points are chosen. What Is Quantum Information? Information Symmetry and Mechanical Motion ![]() What Is Quantum Information? Information Symmetry and Mechanical Motion | ||||
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