I am grateful for comments, criticism and suggestions. The following list gives table of contents for "Quantum TGD". If You want, say chapter "Construction of Quantum Theory", as a .pdf file, just click on "Construction of Quantum Theory" in the table of contents. To help the reader to get overview I have included also a list of links to the chapters in the table of contents as well as corresponding abstracts.



TGD AS A GENERALIZED NUMBER THEORY: PART III



||Introduction||
PART I: COUPLING CONSTANT EVOLUTION AND NUMBER THEORY
||TGD View about Coupling Constant Evolution|| Some Questions about Coupling Constant Evolution||Riemann Hypothesis and Physics||Does Riemann Zeta Code for Generic Coupling Constant Evolution?||
PART II: MISCELLANEOUS TOPICS
||Non-Standard Numbers and TGD||Infinite Primes and Motives|| What p-adic icosahedron could mean? And what about p-adic manifold?|| Quantum Arithmetics and the Relationship between Real and p-Adic Physics|| Quantum Adeles||About Absolute Galois Group||
||Appendix||



    Preface

    Acknowledgements



Introduction

Table of contents



PART I: COUPLING CONSTANT EVOLUTION AND NUMBER THEORY



    TGD View about Coupling Constant Evolution

Abstract

Table of contents



    TGD View about Coupling Constant Evolution

Some Questions about Coupling Constant EvolutionAbstract

Table of contents



    Riemann Hypothesis and Physics

Abstract

Table of contents



    Does Riemann Zeta Code for Generic Coupling Constant Evolution?

Abstract

Table of contents



PART II: MISCELLANEOUS TOPICS



    Non-Standard Numbers and TGD

Abstract

Table of contents



    Infinite Primes and Motives

Abstract

Table of contents



    What p-adic icosahedron could mean? And what about p-adic manifold?

Abstract

Table of contents



    Quantum Arithmetics and the Relationship
    between Real and p-Adic Physics

Abstract

Table of contents



    Quantum Adeles

Abstract

Table of contents



    About Absolute Galois Grop

Abstract

Table of contents



    Appendix

Table of contents



To the index page