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Ol’khov O.A. Geometrical Meaning of Time and the Theory of Relativity // Journal of High Energy Physics , Gravitation and Cosmology, 6, 1-8. (Скачать) [distributed 21.11.2019]
Ol’khov O.A. Геометрический смысл времени и теория относительности // Journal of High Energy Physics, Gravitation and Cosmology, V.6, №4, 1-8 (Скачать) [distributed 21.11.2019]
Dagmar Schulte The inevitable time lag in education // Калейдоскоп времени: ускорение, инверсия, нелинейность, многообразие. Под ред. В.Н. Ярской. СГТУ, 2016. С. 419. (Скачать) [distributed 10.02.2016]
Deutsch David Quantum mechanics near closed timelike lines // Хронос и Темпус (Природное и социальное время: философский, теоретический и практический аспекты): сб. научн. тр. / Под ред. В.С. Чуракова. (серия "Библиотека времени". Вып.6). Новочеркасск: Изд-во "НОК", 2009. С. 187-240. (Скачать) [distributed 02.01.2020]
Khasanov I.Sh. , Kassandrov V.V. Algebraic dynamics on a single worldline: Vieta formulas and conservation laws // Вестник РУДН. Математика. Информатика. Физика, 2014, No.2, pp. 169-180. (Скачать) [distributed 10.03.2017]
Khasanov I.Sh. , Kassandrov V.V. Collective Lorentz invariant dynamics on a single “polynomial” worldline // Journal of Physics A: Mathematical and Theoretical, 2015, V.48, 395204. (Скачать) [distributed 10.03.2017]
Kassandrov V.V. Three kinds of particles on a single rationally parameterized worldline // Gravitation and Cosmology, 2016, V.22, No.4, pp. 363-367. (Скачать) [distributed 10.03.2017]
Rizcallah J.A. , Kassandrov V.V. Maxwell, Yang-Mills, Weyl and eikonal fields defined by any null shear-free congruence // International Journal of Geometrical Methods in Modern Physics, 2017, V.14, 1750031. (Скачать) [distributed 10.03.2017]
Rizcallah J.A. , Kassandrov V.V. Regularized Lienard-Wiehert fields in a space with torsion // Gravitation and Cosmology, 2015, V.21, No.4, pp. 273-278. (Скачать) [distributed 10.03.2017]
Rizcallah J.A. , Kassandrov V.V. Relativistic algebra of space-time and algebrodynamics // Gravitation and Cosmology, 2016, V.22, No.3, pp. 230-233. (Скачать) [distributed 10.03.2017]
Kassandrov V.V. Trishin V.N. Particle-like singular solutions in Einstein-Maxwell theory and in algebrodynamics // Gravitation & Cosmology (Moscow), 1999, V.5, pp. 272-276. (Скачать) [distributed 10.03.2017]
Kassandrov V.V. Algebrodynamics in complex space-time and the complex-quaternionic origin of Minkowski geometry // Gravitation & Cosmology (Moscow), 2005, V.11, pp. 354-358. (Скачать) [distributed 10.03.2017]
Kassandrov V.V. Algebrodynamics over complex space and phase extension of the Minkowski geometry // Physics of Atomic Nuclei, 2009. V. 72, No.5 pp. 813-827. (Скачать) [distributed 04.03.2017]
Kassandrov V.V. Biquaternion electrodynamics and Weyl-Cartan geometry of space-time // Gravitation & Cosmology (Moscow), 1995, V.1, pp. 216-222. (Скачать) [distributed 22.07.2015]
Kassandrov V.V. Conformal mappings, hyperanalyticity and field dynamics // Acta Applicandae Mathematicae, 1998. V.50, pp. 197-203. (Скачать) [distributed 04.03.2017]
Kassandrov V.V. Dimerous electron and quantum interference beyond the probability amplitude paradigm // In: “Proc. Int. Conf. PIRT-2009”, eds. M.C. Duffy et al. – Moscow-Liverpool-Sunderland, 2009, pp. 95-104. (Скачать) [distributed 10.03.2017]
Kassandrov V.V. General solution of the complex eikonal equation and the “algebrodynamical” field theory // Gravitation & Cosmology (Moscow), 2002, V.8, pp. 57-62. (Скачать) [distributed 10.03.2017]
Kassandrov V.V. Quaternionic analysis and algebrodynamics // In: “Space-time structure. algebra and geometry”, eds. D.G. Pavlov et al. — Moscow, Lilia-Print, 2007, pp. 441-473. (Скачать) [distributed 04.03.2017]
Kassandrov V.V. Singular sources of Maxwell fields with self-quantized electric charge // In: “Has the last word been said on classical electrodynamics?”, eds. A. Chubykalo et al. – Rinton Press, 2004, pp. 42-67. (Скачать) [distributed 10.03.2017]
Kassandrov V.V. The algebrodynamics: primodial light, particles-caustics and the flow of time // In: “Space-time structure. Collected papers”, eds. D.G. Pavlov et al. – Moscow, TETRU, 2006, pp. 99-118. (Скачать) [distributed 04.03.2017]
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