1. Introduction

  2. A more detailed view of the realization of 4-D Langlands correspondence (LC)

    1. What could be the TGD counterpart of the Lie group appearing in LC?

    2. About the TGD analogs of Frobenius elements?

    3. About the TGD analogs of Hecke operators?

  3. TGD view of computationalism and its physical realization

    1. The replacement of the static universe with a Universe continuously recreating itself

    2. A generalization of the number concept

    3. Could space-time surfaces replaced as integers replace ordinary integers in computationalism?

    4. 2Adeles and Gödel numbering

    5. Numbering of theorems by space-time surfaces?

  4. A more detailed view of the arithmetics of space-time surfaces

    1. Sum and product for the space-time surfaces

    2. Could the Hilbert space of pairs (f1,f2) have an inner product defined by the intersection of corresponding space-time surfaces?

    3. More details about the arithmetics of space-times surfaces

  5. How mathematical consciousness could be realized at the fundamental level

    1. Could ordinary arithmetic operations be realized consciously in terms of arithmetic operations for the space-time surfaces?

    2. Could mathematical consciousness have a realization in terms of quantum dynamics for WCW spinor fields