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Advances in application of quantum mechanics in neuroscience and psychology : a Clifford algebraic approach / [edited by] Elio Conte.

Contributor(s): Material type: TextTextSeries: Physics research and technology | Neuroscience research progress seriesPublisher: New York : Nova Science Publishers, Inc., [2012]Description: 1 online resourceContent type:
  • text
Media type:
  • computer
Carrier type:
  • online resource
ISBN:
  • 9781614703976
  • 1614703973
Subject(s): Genre/Form: Additional physical formats: Print version:: Advances in application of quantum mechanics in neuroscience and psychologyDDC classification:
  • 530.12 23
LOC classification:
  • QC174.13
Online resources:
Contents:
ADVANCES IN APPLICATION OF QUANTUM MECHANICS IN NEUROSCIENCE AND PSYCHOLOGY A CLIFFORD ALGEBRAIC APPROACH; PHYSICS RESEARCH AND TECHNOLOGY; NEUROSCIENCE RESEARCH PROGRESS; ADVANCES IN APPLICATION OF QUANTUM MECHANICS IN NEUROSCIENCE AND PSYCHOLOGY A CLIFFORD ALGEBRAIC APPROACH; Library of Congress Cataloging-in-Publication Data; CONTENTS; CHAPTER 1. AN INVESTIGATION ON THE BASICCONCEPTUAL FOUNDATIONS OF QUANTUMMECHANICS BY USING THE CLIFFORD ALGEBRA; 1. A BARE BONE SKELETON OF QUANTUM MECHANICSREALIZED BY CLIFFORD ALGEBRA.
1.1. Derivation of a Quantum Like Heisenberg Uncertainty Relation by UsingOnly Clifford Algebra1.2. Proof That Quantum Interference Arises in a Clifford AlgebraicFormulation of a Bare Bone Skeleton of Quantum Mechanics and theIrreducible, Ontic Randomness of the Basic Clifford Algebraic Elements; 2. A PROOF OF VON NEUMANN'S POSTULATES ON QUANTUMMEASUREMENT BY USING THE CLIFFORD ALGEBRA; 3. ON SOME ADVANCED ARGUMENTS OF QUANTUM MECHANICS; 3.1. Derivation of Kochen- Specker Theorem by Using Clifford Algebra; 3.2. The Einstein-Podolski-Rosen Paradox Explained by Using theClifford Algebra.
3.2a. The Interpretation and the Solution of the Epr Paradox3.2b. On Some Features of Bell Inequality Discussed by Using Clifford Algebra; 4. ON SOME COGNITIVE FEATURES OF QUANTUM MECHANICSDEDUCED BY USING CLIFFORD ALGEBRA; REFERENCES; CHAPTER 2. ON THE POSSIBILITY THAT WE THINK IN A QUANTUM PROBABILISTIC MANNER; 1. INTRODUCTORY REMARKS; Entanglement Swapping; Oligodendrocytes; Astrocytes; Microglia; Schwann Cells; 2. WE THINK IN A QUANTUM PROBABILISTIC MANNER; 3. SOME NEW IMPORTANT ADVANCES; REFERENCES; CHAPTER 3. A POSSIBLE CLIFFORD ALGEBRAIC QUANTUM MECHANICAL STRUCTURE OF THE SELF.
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Includes index.

Description based on print version record and CIP data provided by publisher.

Includes bibliographical references and index.

English.

ADVANCES IN APPLICATION OF QUANTUM MECHANICS IN NEUROSCIENCE AND PSYCHOLOGY A CLIFFORD ALGEBRAIC APPROACH; PHYSICS RESEARCH AND TECHNOLOGY; NEUROSCIENCE RESEARCH PROGRESS; ADVANCES IN APPLICATION OF QUANTUM MECHANICS IN NEUROSCIENCE AND PSYCHOLOGY A CLIFFORD ALGEBRAIC APPROACH; Library of Congress Cataloging-in-Publication Data; CONTENTS; CHAPTER 1. AN INVESTIGATION ON THE BASICCONCEPTUAL FOUNDATIONS OF QUANTUMMECHANICS BY USING THE CLIFFORD ALGEBRA; 1. A BARE BONE SKELETON OF QUANTUM MECHANICSREALIZED BY CLIFFORD ALGEBRA.

1.1. Derivation of a Quantum Like Heisenberg Uncertainty Relation by UsingOnly Clifford Algebra1.2. Proof That Quantum Interference Arises in a Clifford AlgebraicFormulation of a Bare Bone Skeleton of Quantum Mechanics and theIrreducible, Ontic Randomness of the Basic Clifford Algebraic Elements; 2. A PROOF OF VON NEUMANN'S POSTULATES ON QUANTUMMEASUREMENT BY USING THE CLIFFORD ALGEBRA; 3. ON SOME ADVANCED ARGUMENTS OF QUANTUM MECHANICS; 3.1. Derivation of Kochen- Specker Theorem by Using Clifford Algebra; 3.2. The Einstein-Podolski-Rosen Paradox Explained by Using theClifford Algebra.

3.2a. The Interpretation and the Solution of the Epr Paradox3.2b. On Some Features of Bell Inequality Discussed by Using Clifford Algebra; 4. ON SOME COGNITIVE FEATURES OF QUANTUM MECHANICSDEDUCED BY USING CLIFFORD ALGEBRA; REFERENCES; CHAPTER 2. ON THE POSSIBILITY THAT WE THINK IN A QUANTUM PROBABILISTIC MANNER; 1. INTRODUCTORY REMARKS; Entanglement Swapping; Oligodendrocytes; Astrocytes; Microglia; Schwann Cells; 2. WE THINK IN A QUANTUM PROBABILISTIC MANNER; 3. SOME NEW IMPORTANT ADVANCES; REFERENCES; CHAPTER 3. A POSSIBLE CLIFFORD ALGEBRAIC QUANTUM MECHANICAL STRUCTURE OF THE SELF.

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