Conjugate Construction of Quantum Optics: From Foundations to Applications - Hardcover

Inhaltsangabe

"This book is composed of three parts, I-III. Four chapters in Part I establish the conjugate foundation on the conjugate complex vector system, conjugate {0,1} logic, conjugate algebra, and time measuring orders. Three chapters in Part II discuss past, current and future issues on the history of complex conjugate functions , as well as quantum entanglement paradoxes, and proposes three types of quantum entangled processes. Facing century challenges of great quantum events (Einstein & Bohr debates, Schrodinger cats, advanced theories and experiments of quantum entanglements), conflicting/paradox facts appeared in the quantum foundation, uncertain principle, EPR and Bell inequality. Different from a series of real eigenvalue solutions based on the unit cycle of real coefficients of Hilbert spaces, this book proposes a structural framework of complex vector eigenvalue solutions based on conjugate {0,1} logic and conjugate algebra on the unit cycle of complex coefficients of conjugate spaces. A bit unit that spreads from a qubit to a cobit satisfies a necessary and sufficient condition for complete representations of complex dynamic systems. Three measuring units, Bit, Qubit and Cobit, are consistently based on three logic frameworks, conjugate brackets/LieDirac brackets, and conjugate algebra/Lie Dirac algebra on conjugate foundations of quantum optics. Lie-Dirac algebra is a subset of conjugate algebra and classical quantum theory is a substructure of conjugate transformation. In conjugate construction, a consistent measuring frame for quantum optics is composed of three measuring modes as a specific application with sufficient phase spaces to fully clarify stronger quantum entanglement effects. More than 240 prime statements are collected in Part III. This book provides structural evidence to support Einstein's statement: "Quantum Mechanics is Incomplete!" forming the conjugate logic foundation of quantum measuremen"--

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