By Igor Makarov
This is often an self sustaining primary study in physics introducing the reform of contemporary physics. In 1996-2005, it was once released in components in clinical journals; in 2007 it used to be revealed privately in Britain and registered within the British Library; in 2008 it used to be registered at the Copyright workplace of the Library of Congress. The ebook includes 129 pages measurement A5. it truly is intendent for pro physicists and will be of curiosity to scientists and scholars regularly.
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Extra info for A Theory Of Ether, Particles And Atoms: Introduction To The Reform Of Modern Physics (Volume 1)
6), is a stable, selfconsistent pattern of correlation, the indication of self-consistency of vacuum itself, owing to which vacuum is a steady medium identical to itself. The correlation function g(s) of vacuum determines connection between the processes in composiums separated by a space (s = r) or time (s = ct) interval. That connection is formed through photon exchange. In that process, one composium emits a photon which is absorbed and re-emitted by another composium. If the re-emitted photon retains the parameters of the original photon, there takes place free propagation of photons indicating correlation of the states of the respective composiums.
1 Formulas for computation To evaluate the correlation function of ether (CFE), we should observe that the above evaluation of the spectrum of photons in ether (SPHE) deals with the relative probabilities of particles, which are associated with the second power of their wave functions, while the CFE, being a superposition of partial functions, is associated with the first power of wave functions. 3) where the indefinite curve L envelops the half-plane ℜ z0 and where the function S(z), the complex spectrum of composiums in ether, is analytic in the half-plane ℜ z0.
In vacuum, the correlation of processes is characterized by its correlation function g(r); the latter characterizing also the correlation of the rate of those processes. Thus we have a two-component correlation function of vacuum G= g g for the processes and their rates. 29) 32 A Theory of Ether, Particles and Atoms C. Under the influence of exchange interaction with vacuum, its mode of correlation penetrates the self-conjugate cloud, impelling it to conform its totality of independent particular modes of correlation with that of vacuum.
A Theory Of Ether, Particles And Atoms: Introduction To The Reform Of Modern Physics (Volume 1) by Igor Makarov