Nonlinear Dirac equations.
Numerical hydrodynamics in special relativity.
O dvou paradoxech ve speciální teorii relativity
On Axiomatic Foundations Common to Classical Physics and Special Relativity
(i) The class of the axiomatic foundations mentioned in the title is called Ax Found; and its structure is treated in the introduction. (ii) This consists of Parts A to G followed by the References. (iii) In [17] Bressan's modal logic is treated in a consciously non-rigorous way. Instead here, as well as Ax Found, it has a rigorous treatment. Such a treatment had been appreciated by the mathematical physicist C. Truesdell in [62]. (iv) In 1953 Truesdell had a remarkable...
On the functional equation ... (Short Communication).
On the relativistic calculation of the Lamb shift
A relativistic calculation of the Lamb shift, using the classical field created by the Dirac transition currents, is proposed.
Operator equations, separation of variables and relativistic alterations.
Qualche osservazione sulle forze centrali in Relatività Ristretta
In Relatività Ristretta si caratterizzano le forze centrali per cui le orbite al finito sono necessariamente chiuse ed ellittiche, per qualunque valore dell'energia.
Relativity, spherical functions and the hypergeometric equation
Representation of the Lorentz transformations in 6-dimensional space-time
Rotations in the space of Split octonions.
Solutions of the central Woods-Saxon potential in case using mathematical modification method.
Some remarks on conservative symmetric-hyperbolic systems governing relativistic theories
Study of nonlinear wave processes in plasmas using the formalism of a special Lorentz transformation for a space-independent frame.
Subgroups of the group of generalized Lorentz transformations and their geometric invariants.
The holomorphic automorphism group of the complex disk.
The hyperbolic triangle centroid
Some gyrocommutative gyrogroups, also known as Bruck loops or K-loops, admit scalar multiplication, turning themselves into gyrovector spaces. The latter, in turn, form the setting for hyperbolic geometry just as vector spaces form the setting for Euclidean geometry. In classical mechanics the centroid of a triangle in velocity space is the velocity of the center of momentum of three massive objects with equal masses located at the triangle vertices. Employing gyrovector space techniques we find...
Where does randomness lead in spacetime?
We provide an alternative algebraic and geometric approach to the results of [I. Bailleul, Probab. Theory Related Fields141 (2008) 283–329] describing the asymptotic behaviour of the relativistic diffusion.
Zur Kennzeichnung der Lorentz-Transformationen.
Zur Linearität 2-dimensionaler Raum-Zeit-Transformationen.