Table of Contents
Preface
Chapter 1. Euclidean Geometry and Non-Euclidean Geometry
Chapter 2. Geometry of the Polytopes of Higher Dimensions
Chapter 3. Non-Euclidean Properties of the Geometry of Polytopes of Higher Dimension
Chapter 4. Polytopes of the Highest Dimension of Inert Substances
Chapter 5. “Inert” Substances as a Self-Regulating Medium Tending to Capture Space
Chapter 6. Spatial Models of Sugars and Their Compounds
Chapter 7. The Theory of the Folder and Native Structures of the Proteins
Chapter 8. Geometry of the Structure of Nucleic Acids in the Space of the Highest Dimension
Chapter 9. Interaction of Nucleic Acids in the Space of Higher Dimension and the Transmission of Hereditary Information
Chapter 10. Dimension of Substances and Life
Summary
References
Index
Author’s ORCID iD
Gennadiy Zhizhin – 0000-0002-4933-7590