11 citations · 18 across the 7 of their papers we have counts for
7 papers · 1 filter
Two-Twistor Space, Commuting Composite Minkowski Coordinates and Particle Dynamics
A. Bette, J. Lukierski, C. Miquel-Espanya
We employ the modification of the basic Penrose formula in twistor theory, which allows to introduce commuting composite space-time coordinates. It appears that in the course of su…
Relativistic Spinor Dynamics Inducing the Extended Lorentz-Force-Like Equation
Andreas Bette, Jesus Buitrago
The special relativistic dynamical equation of the Lorentz force type can be regarded as a consequence of a succession of space-time dependent infinitesimal Lorentz transformations…
Massive Relativistic Systems with Spin and the Two Twistor Phase Space
Andreas Bette, Stanislaw Zakrzewski
We show that a two twistor phase space {à} priori describing two non localized massless and spinning particles may be decomposed into a product of three independent phase spaces: t…
Twistors, special relativity, conformal symmetry and minimal coupling - a review
Andreas Bette
An approach to special relativistic dynamics using the language of spinors and twistors is presented. Exploiting the natural conformally invariant symplectic structure of the twist…
Directly Interacting Massless Particles - a Twistor Approach
Andreas Bette
Twistor phase spaces are used to provide a general description of the dynamics of a finite number of directly interacting massless spinning particles forming a closed relativistic…
Twistor Phase Space Dynamics and the Lorentz Force Equation
Andreas Bette
Using Lorentz force equation as an input a Hamiltonian mechanics on the non-projective two twistor phase space TxT is formulated. Such a construction automatically reproduces dynam…