Difference between revisions of "Isominkowskian Representation of Cosmological Redshifts and the Internal Red-Blue-Shifts of Quasars"
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| − | The main hypothesis. In this paper we study the cosmological quasar redshift and their internal redshifts and buleshifts via a new geometry, called <em>isominkowskian geometrY, </em>which is constructed as a covering on the Minkowskian geometry for the representation of electromagnetic waves and extended particles propagating within inhomogeneous and anisotropic physical medica. The complementary <em>isoeuclidean </em>and <em>isoriemannian geometries </em>are also indicated.[[Category:Scientific Paper]] | + | The main hypothesis. In this paper we study the cosmological quasar redshift and their internal redshifts and buleshifts via a new geometry, called <em>isominkowskian geometrY, </em>which is constructed as a covering on the Minkowskian geometry for the representation of electromagnetic waves and extended particles propagating within inhomogeneous and anisotropic physical medica. The complementary <em>isoeuclidean </em>and <em>isoriemannian geometries </em>are also indicated. |
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| + | [[Category:Scientific Paper|isominkowskian representation cosmological redshifts internal red-blue-shifts quasars]] | ||
[[Category:Aether]] | [[Category:Aether]] | ||
Revision as of 10:35, 1 January 2017
| Scientific Paper | |
|---|---|
| Title | Isominkowskian Representation of Cosmological Redshifts and the Internal Red-Blue-Shifts of Quasars |
| Author(s) | Ruggero Maria Santilli |
| Keywords | cosmological, redshifts, quasars, geometry, electromagnetic waves, particles |
| Published | 1994 |
| Journal | None |
| Pages | 41-58 |
Abstract
The main hypothesis. In this paper we study the cosmological quasar redshift and their internal redshifts and buleshifts via a new geometry, called isominkowskian geometrY, which is constructed as a covering on the Minkowskian geometry for the representation of electromagnetic waves and extended particles propagating within inhomogeneous and anisotropic physical medica. The complementary isoeuclidean and isoriemannian geometries are also indicated.
