Author(s)

Francisco Bulnes¹, Yuri Stropovsvky², Igor Rabinovich²

¹Research Department in Mathematics and Engineering, TESCHA, IINAMEI, Chalco, Mexico.
²Mathematics Department, Lomonosov Moscow State University, Moscow, Russia.

The twistor kinematic-energy model of the space-time and the kinematic-energy tensor as the energy-matter tensor in relativity are considered to demonstrate the possible behavior of gravity as gravitational waves that derive of mass-energy source in the space-time and whose contorted image is the spectrum of the torsion field acting in the space-time. The energy of this field is the energy of their second curvature. Likewise, it is assumed that the curvature energy as spectral curvature in the twistor kinematic frame is the curvature in twistor-spinor framework, which is the mean result of this work. This demonstrates the lawfulness of the torsion as the indicium of the gravitational waves in the space-time. A censorship to detect gravitational waves in the space-time is designed using the curvature energy.

Censorship Condition, Contorted Surface, Curvature Energy, Gravitational Waves, Matter-Energy Tensor, 3-Dimensional Sphere, Spinor Fields, Twistor Kinematic-Energy Model, Weyl Curvature

Bulnes, F. , Stropovsvky, Y. and Rabinovich, I. (2017) Curvature Energy and Their Spectrum in the Spinor-Twistor Framework: Torsion as Indicium of Gravitational Waves. Journal of Modern Physics, 8, 1723-1736. doi: 10.4236/jmp.2017.810101.