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Issue |
Title |
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Vol 10, No 8 (2019): Submicroscopic Physics, Fractal Geometry, Quantum Information, & Formation of Galaxies |
Cellular Automata Representation of Submicroscopic Physics |
Abstract
|
Victor Christianto, Volodymyr Krasnoholovets, Florentin Smarandache |
|
Vol 5, No 9 (2014): Fractal Spacetime, Lorentz-Invariant Gravity & Cosmological Models |
C-Field Barotropic Fluid Cosmological Models with Variable Bulk Viscosity & Gravitational Constant in FRW Spacetime |
Abstract
|
Raj Bali, Meghna Kumawat |
|
Vol 4, No 5 (2013): Various Aspects of Gravitation & Cosmology |
C-field Cosmological Model for Dust Distribution with Varying Λ in FRW Space-time |
Abstract
|
R. Bali, S. Saraf |
|
Vol 4, No 1 (2013): We Need to Find the Theory of Everything |
Challenges of Quantum Gravity and Higher-Dimensional Field Theories |
Abstract
|
Ervin Goldfain |
|
Vol 7, No 6 (2016): Lorentz-invariant Gravitation Theory |
Chapter 1. Introduction. Statement of problem |
Abstract
|
Alexander G. Kyriakos |
|
Vol 9, No 8 (2018): The Nonlinear Quantum Field Theory |
Chapter 1. Introduction. The axiomatic approach versus heuristic |
Abstract
|
Alexander G. Kyriakos |
|
Vol 7, No 6 (2016): Lorentz-invariant Gravitation Theory |
Chapter 10. The solution of non-cosmological problems in framework of LIGT |
Abstract
|
Alexander G. Kyriakos |
|
Vol 9, No 8 (2018): The Nonlinear Quantum Field Theory |
Chapter 10. The theory of massive neutrino |
Abstract
|
Alexander G. Kyriakos |
|
Vol 9, No 8 (2018): The Nonlinear Quantum Field Theory |
Chapter 11. On the structure and theory of hadrons |
Abstract
|
Alexander G. Kyriakos |
|
Vol 7, No 6 (2016): Lorentz-invariant Gravitation Theory |
Chapter 11. Solution of the Kepler problem in the framework of LIGT |
Abstract
|
Alexander G. Kyriakos |
|
Vol 7, No 6 (2016): Lorentz-invariant Gravitation Theory |
Chapter 12. The cosmological solutions in the framework of LIGT |
Abstract
|
Alexander G. Kyriakos |
|
Vol 9, No 8 (2018): The Nonlinear Quantum Field Theory |
Chapter 12. The interaction description |
Abstract
|
Alexander G. Kyriakos |
|
Vol 9, No 8 (2018): The Nonlinear Quantum Field Theory |
Chapter 13. On elementary particles’ spectra |
Abstract
|
Alexander G. Kyriakos |
|
Vol 9, No 8 (2018): The Nonlinear Quantum Field Theory |
Chapter 14. On calculation of elementary particles’ masses |
Abstract
|
Alexander G. Kyriakos |
|
Vol 9, No 8 (2018): The Nonlinear Quantum Field Theory |
Chapter 15. The non-linear theory as string theory of Compton wavelength scale |
Abstract
|
Alexander G. Kyriakos |
|
Vol 9, No 8 (2018): The Nonlinear Quantum Field Theory |
Chapter 16. On photon and electron structure |
Abstract
|
Alexander G. Kyriakos |
|
Vol 9, No 8 (2018): The Nonlinear Quantum Field Theory |
Chapter 17.The mass origin theory |
Abstract
|
Alexander G. Kyriakos |
|
Vol 7, No 6 (2016): Lorentz-invariant Gravitation Theory |
Chapter 2. Origin of gravitation mass |
Abstract
|
Alexander G. Kyriakos |
|
Vol 9, No 8 (2018): The Nonlinear Quantum Field Theory |
Chapter 2.Choice of axiomatics and mathematical apparatus of theory |
Abstract
|
Alexander G. Kyriakos |
|
Vol 7, No 6 (2016): Lorentz-invariant Gravitation Theory |
Chapter 3. The axiomatics of LIGT and its consequences |
Abstract
|
Alexander G. Kyriakos |
|
Vol 9, No 8 (2018): The Nonlinear Quantum Field Theory |
Chapter 3. The photon theory |
Abstract
|
Alexander G. Kyriakos |
|
Vol 7, No 6 (2016): Lorentz-invariant Gravitation Theory |
Chapter 4. Electromagnetic base of relativistic mechanics |
Abstract
|
Alexander G. Kyriakos |
|
Vol 9, No 8 (2018): The Nonlinear Quantum Field Theory |
Chapter 4.The intermediate bosons and mass generation theory |
Abstract
|
Alexander G. Kyriakos |
|
Vol 7, No 6 (2016): Lorentz-invariant Gravitation Theory |
Chapter 5. The connection of electromagnetic theory and gravitation |
Abstract
|
Alexander G. Kyriakos |
|
Vol 9, No 8 (2018): The Nonlinear Quantum Field Theory |
Chapter 5. The electron and positron equations (linear approach) |
Abstract
|
Alexander G. Kyriakos |
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