2016-Sustainable Industrial Processing Summit
SIPS 2016 Volume 4: Santilli Intl. Symp. / Mathematics Applications

Editors:Kongoli F, Gaines G, Georgiev S, Bhalekar A
Publisher:Flogen Star OUTREACH
Publication Year:2016
Pages:320 pages
ISBN:978-1-987820-42-3
ISSN:2291-1227 (Metals and Materials Processing in a Clean Environment Series)
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    Implications of Santilli’s Mathematics on IsoRedShifts (IRS)

    Ritesh Kohale1;
    1SANT GADGE MAHARAJ MAHAVIDYALAYA, Nagpur, India;
    Type of Paper: Regular
    Id Paper: 312
    Topic: 38

    Abstract:

    Following years of mathematical research in developing of innovative isomathematics with the axiom-preserving Lie-isotopic construction for the invariant treatment of usually nonlinear, nonlocal and non-Hamiltonian interior dynamic problems, Santilli presented in 1983 the axiom preserving isotopies of the Minkowski spacetime using the most general potential symmetric (non-singular) space time that nowadays is recognized as the Minkowski-Santilli (MS) isospacetime.
    As part of the isospacetime study, Santilli constructed the axiom preserving isotopies of the Lorentz-Poincar´e (LP) symmetry and the special relativity (SR) that today are known as the Lorentz-Poincar´e-Santilli (LPS) isosymmetry, and IsoRelativity (IR). The MS isospacetime, LPS isosymmetry and IR IsoRelativity predicted anomalous shifts of the frequency of light propagating within a gaseous medium without any necessary relative motion between the source, the medium and the observer, in agreement with the Doppler-Santilli frequency IsoShift isolaw for a relative motion and the Santilli IsoShift law when relative motion is null.
    The present work is dedicated to the work carried out by R. M. Santilli in the specific case of zero relative velocity, rendering to the IsoLaw that can be referred to as Santilli IsoRedShift (IRS), IsoBlueShift (IBS) and NoIsoShift (NIS).

    Keywords:

    cosmology; hadronic chemistry; hadronic mechanics; physics; quantum mechanics; Mathematics;

    Cite this article as:

    Kohale R. Implications of Santilli’s Mathematics on IsoRedShifts (IRS). In: Kongoli F, Gaines G, Georgiev S, Bhalekar A, editors. Sustainable Industrial Processing Summit SIPS 2016 Volume 4: Santilli Intl. Symp. / Mathematics Applications. Volume 4. Montreal(Canada): FLOGEN Star Outreach. 2016. p. 291-292.