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 II



||Introduction||
PART I: M8-H DUALITY
Does M8-H duality reduce classical TGD to octonionic algebraic geometry?: Part I|| Does M8-H duality reduce classical TGD to octonionic algebraic geometry?: Part II||Does M8-H duality reduce classical TGD to octonionic algebraic geometry?: Part III||Could quantum randomness have something to do with classical chaos?||Breakthrough in understanding of M8-H duality||New findings related to the number theoretical view of TGD||A fresh look at M8-H duality and Poincare invariance||Holography=holomorphy vision in relation to quantum criticality, hierarchy of Planck constants, and M8-H duality|| PART II: LANGLANDS PROGRAM AND TGD
Langlands Program and TGD|| Langlands Program and TGD: Years Later||Some New Ideas Related to Langlands Program viz. TGD||About Langlands correspondence  in the TGD framework||Space-time surfaces as numbers, Turing and G\"odel, and mathematical consciousness||
PART III: FURTHER NUMBER THEORETICAL CONSIDERATIONS
About the role of Galois groups in TGD framework||Finite Fields and TGD|| McKay Correspondence from Quantum Arithmetics Replacing Sum and Product with Direct Sum and Tensor Product? || Trying to fuse the basic mathematical ideas of quantum TGD to a single coherent whole || Could quantum randomness have something to do with classical chaos? ||



    Preface

    Acknowledgements



Introduction

Table of contents



PART I: M8-H DUALITY



    Does M8-H duality reduce classical TGD to octonionic algebraic geometry?: Part I

Abstract

Table of contents



    Does M8-H duality reduce classical TGD to octonionic algebraic geometry?: Part II

Abstract

Table of contents



    Does M8-H duality reduce classical TGD to octonionic algebraic geometry?: Part III

Abstract

Table of contents



    Breakthrough in understanding of M8-H duality

Abstract

Table of contents



    New findings related to the number theoretical view of TGD

Abstract

Table of contents



    New findings related to the number theoretical view of TGD

Abstract

Table of contents



    New findings related to the number theoretical view of TGD

Abstract

Table of contents



PART II: LANGLANDS PROGRAM AND TGD



    Langlands Program and TGD

Abstract

Table of contents



    Langlands Program and TGD: Years Later

Abstract

Table of contents



    Some New Ideas Related to Langlands Program viz. TGD

Abstract

Table of contents



    About Langlands correspondence  in the TGD framework

Abstract

Table of contents



    About Langlands correspondence  in the TGD framework

Abstract

Table of contents



    Gödel, Lawvere, and TGD

Abstract

Table of contents



PART III: FURTHER NUMBER THEORETICAL CONSIDERATIONS



    About the role of Galois groups in TGD framework

Abstract

Table of contents



    Finite Fields and TGD

Abstract

Table of contents



    McKay Correspondence from Quantum Arithmetics Replacing Sum and Product with Direct Sum and Tensor Product?

Abstract

Table of contents





    Could quantum randomness have something to do with classical chaos?

Abstract

Table of contents



    Appendix

Table of contents



To the index page