1. Introduction

  2. Twistorial lift of Kähler action

    1. Imbedding space is twistorially unique

    2. Some basic definitions

    3. What does twistor structure in Minkowskian signature really mean?

    4. What does the induction of the twistor structure to space-time surface really mean?

    5. Could M4 Kähler form introduce new gravitational physics?

    6. A connection with the hierarchy of Planck constants?

    7. Twistorial variant for the imbedding space spinor structure

    8. Twistor googly problem transforms from a curse to blessing in TGD framework

  3. Surprise: twistorial dynamics does not reduce to a trivial reformulation of the dynamics of Kähler action

    1. New scales emerge

    2. Estimate for the cosmic evolution of RD

    3. What about extremals of the dimensionally reduced 6-D Kähler action?

  4. How the hierarchy of Planck constants might relate to the almost vacuum degeneracy for twistor lift of TGD?

    1. Twistor lift of TGD

    2. Hierarchy of Planck constants

    3. Magnetic flux tubes as mediators of interactions

    4. Quantum criticality condition

    5. Is inflation theory simply wrong?

  5. Basic principles behind construction of amplitudes

    1. Imbedding space is twistorially unique

    2. Strong form of holography

    3. The existence of WCW demands maximal symmetries

    4. Quantum criticality

    5. Physics as generalized number theory, number theoretical universality

    6. Scattering diagrams as computations

    7. Reduction of diagrams with loops to braided tree-diagrams

    8. Scattering amplitudes as generalized braid invariants

  6. Tensor Networks and S-matrices

    1. Twistorial and number theoretic visions

    2. Generalization of the notion of unitarity

    3. Scattering diagrams as tensor networks constructed from perfect tensors

    4. Eigenstates of Yangian co-algebra generators as a manner to generate maximal entanglement?

    5. Two different tensor network descriptions

    6. Taking into account braiding and WCW degrees of freedom

    7. How do the gauge couplings appear in the vertices?