@article{amp2014242,
author={Mazurkin, P.M.},
title={Asymmetric Wavelet Signal of Gravitational Waves},
journal={Applied Mathematics and Physics},
volume={2},
number={4},
pages={128--134},
year={2014},
url={http://pubs.sciepub.com/amp/2/4/2},
abstract={On the example of a complex of 10 pulsars shows a method to identify the statistical models and the analysis of the model amplitude of gravitational waves, depending on the rotation periods of pulsars. Hilbert applied invariants. Shows the levels of adequacy asymmetric wavelet signals detected by statistical data. Proved insufficient deterministic models for the Laplace-Mandelbrot law. For 10 pulsars obtained statistical model pulsating universe. The model contains two modified 's law and two asymmetric wavelets oscillatory perturbation of gravitational waves in overcoming the energy crisis. Interpretation of the resulting statistical model is given based on the relativistic theory of gravitation. To do this, four components of the statistical model are divided into two cones of causality.},
doi={10.12691/amp-2-4-2}
publisher={Science and Education Publishing}
}