Inge S. Helland is Professor in the Department of Mathematics at the University of Oslo, NorwayHarish Parthasarathy is Professor in the Electronics and Communication Division at the Netaji Subhas University of Technology in New Delhi, India.

• PrefacePart I A Version of Quantum Theory Based Upon Theoretical Variables, andSome ImplicationsChapter 1: Basic TheoryChapter 2: The Bell ExperimentChapter 3: Quantum Probability and Some ConsequencesChapter 4: Information and EntropyChapter 5: Links Towards Relativity TheoryChapter 6: A First DiscussionPart II Some Special Aspects of Quantum Field Theory, Quantum Gravity,Quantum Noise Theory and Quantization of General DynamicalSystems with Engineering ApplicationsChapter 1: Introduction and Connections with Part OneChapter 2: Weyl Representation, Group Actions, Quantization of Yang-Mills Fields and GravityChapter 3: Quantum Noise in Field Theory, Evolution of Non-Gaussian States, Group Actions on Observables, Quantum Effective Action withRandom CurrentsChapter 4: Symmetry Breaking, Theoretical, Variables in Field Theory, New Approaches to Quantum GravityChapter 5: Perturbed Quantum Newtonian Cosmology, Quantum Measurementof Gravitons, Quantum Electrodynamics in Curved Space-time Background, Quantum Effective Action for Gravitons, QED in BiomedicineChapter 6: Quantum Noisy Fields, Classical and Quantum Physics and Neural Networks, Heat and Mass Transfer in General Relativity.Chapter 7: Constrained Lagrangians and Hamiltonians, Classical and Quantum Neural Networks, Examples of Inaccessibility, Hawking Radiation, Conditioning in Quantum Mechanics

Inge S. Helland is Professor in the Department of Mathematics at the University of Oslo, NorwayHarish Parthasarathy is Professor in the Electronics and Communication Division at the Netaji Subhas University of Technology in New Delhi, India.

• PrefacePart I A Version of Quantum Theory Based Upon Theoretical Variables, andSome ImplicationsChapter 1: Basic TheoryChapter 2: The Bell ExperimentChapter 3: Quantum Probability and Some ConsequencesChapter 4: Information and EntropyChapter 5: Links Towards Relativity TheoryChapter 6: A First DiscussionPart II Some Special Aspects of Quantum Field Theory, Quantum Gravity,Quantum Noise Theory and Quantization of General DynamicalSystems with Engineering ApplicationsChapter 1: Introduction and Connections with Part OneChapter 2: Weyl Representation, Group Actions, Quantization of Yang-Mills Fields and GravityChapter 3: Quantum Noise in Field Theory, Evolution of Non-Gaussian States, Group Actions on Observables, Quantum Effective Action withRandom CurrentsChapter 4: Symmetry Breaking, Theoretical, Variables in Field Theory, New Approaches to Quantum GravityChapter 5: Perturbed Quantum Newtonian Cosmology, Quantum Measurementof Gravitons, Quantum Electrodynamics in Curved Space-time Background, Quantum Effective Action for Gravitons, QED in BiomedicineChapter 6: Quantum Noisy Fields, Classical and Quantum Physics and Neural Networks, Heat and Mass Transfer in General Relativity.Chapter 7: Constrained Lagrangians and Hamiltonians, Classical and Quantum Neural Networks, Examples of Inaccessibility, Hawking Radiation, Conditioning in Quantum Mechanics

Inge S. Helland is Professor in the Department of Mathematics at the University of Oslo, NorwayHarish Parthasarathy is Professor in the Electronics and Communication Division at the Netaji Subhas University of Technology in New Delhi, India.

• PrefacePart I A Version of Quantum Theory Based Upon Theoretical Variables, andSome ImplicationsChapter 1: Basic TheoryChapter 2: The Bell ExperimentChapter 3: Quantum Probability and Some ConsequencesChapter 4: Information and EntropyChapter 5: Links Towards Relativity TheoryChapter 6: A First DiscussionPart II Some Special Aspects of Quantum Field Theory, Quantum Gravity,Quantum Noise Theory and Quantization of General DynamicalSystems with Engineering ApplicationsChapter 1: Introduction and Connections with Part OneChapter 2: Weyl Representation, Group Actions, Quantization of Yang-Mills Fields and GravityChapter 3: Quantum Noise in Field Theory, Evolution of Non-Gaussian States, Group Actions on Observables, Quantum Effective Action withRandom CurrentsChapter 4: Symmetry Breaking, Theoretical, Variables in Field Theory, New Approaches to Quantum GravityChapter 5: Perturbed Quantum Newtonian Cosmology, Quantum Measurementof Gravitons, Quantum Electrodynamics in Curved Space-time Background, Quantum Effective Action for Gravitons, QED in BiomedicineChapter 6: Quantum Noisy Fields, Classical and Quantum Physics and Neural Networks, Heat and Mass Transfer in General Relativity.Chapter 7: Constrained Lagrangians and Hamiltonians, Classical and Quantum Neural Networks, Examples of Inaccessibility, Hawking Radiation, Conditioning in Quantum Mechanics