Twistor theory can be applied in complex space-time, particularly useful for quantum theory involving wave functions.

Twistor theory, which I started in 1963, has had many developments and has spread interest in different areas of physics.

The concept of twistors introduces a new kind of curved twistor, which is essential for understanding complex solutions in physics, but it also leads to inherent confusion in the theory.

I offer ambitious frameworks like twistor theory that could potentially unify quantum theory with general relativity.

Twistors are inherently chiral, meaning they have a built-in chirality that reflects the nature of particles like photons.

Spacetime can be visualized as a four-dimensional construct where time is treated as another dimension, but as three-dimensional beings, we struggle to fully comprehend this concept, including the curvature of spacetime caused by mass and energy. While I can mathematically suppress one of the spatial dimensions and draw it, we misrepresent spacetime in our drawings, even though we understand the rules for adding distances on this misrepresentation.

The positive-negative frequency idea in twistor theory was something I learned from Engelbert Schuching, emphasizing the importance of splitting field amplitudes in quantum field theory.

I see the restriction of my theory to four dimensions as a strength, as it ties directly to the physical world rather than abstract mathematics.

I realized that the Robinson Congruence of rays, which describes light rays, has six degrees of freedom, while light rays themselves have only five degrees of freedom.