1. Introduction

    1. Questions related to the classical aspects of twistorialization

    2. Questions related to the quantum aspects of twistorialization

  2. More details about the induction of twistor structure

    1. What does one mean with twistor space?

    2. Twistor lift of TGD

    3. Solutions to the conditions defining the twistor lift

    4. Twistor lift and the reduction of field equations and SH to holomorphy

    5. What about 2-D objects and fermions?

  3. How does the twistorialization at imbedding space level emerge?

    1. M8-H duality at space-time level

    2. Parametrization of light-like quaternionic 8-momenta in terms of T(CP2)

    3. A new view about color, color confinement, and twistors

    4. How do the two twistor spaces assignable to M^4 relate to each other?

    5. Can the Kähler form of M4 appear in Kähler action?

    6. What causes CP violation?

    7. How could Planck length be actually equal to much larger CP2 radius?!

  4. About the interpretation of the duality assignable to Yangian symmetry

    1. Formal definition associated with Yangian

    2. Dual conformal symmetry in N=4 SUSY

    3. Possible TGD based interpretation of Yangian symmetries

    4. Is there a duality between associative and co-associative space-time surfaces?

  5. TGD view about construction of twistor amplitudes

    1. Some key ideas of the twistor Grassmann approach

    2. Basic vision behind scattering amplitudes

    3. Options for the construction of scattering amplitudes

    4. About problems related to the construction of twistor amplitudes

  6. Appendix: Some background about twistors

    1. The pioneering works of Penrose and Witten

    2. BCFW recursion formula

    3. Yangian symmetry and Grassmannian

    4. Amplituhedron