On the relations between the integrable hierarchies
... Transformations for the Goursat Equation // Journal of Mathematical Physics. 2002. Vol. 43, № 2. P. 1095–1105.
14. Yurov V. A., Yurov A. V. The Cauchy problem for the generalized hyperbolic Novikov-Veselov equation. arXiv:1509.06078 [nlin.SI].
Yurov A., Yurova A.
Lax pair, nonlinear partial differential equation, exact solution, integrable equation
48-53
Worlds «Phoenix»
... includes this universe, which exists ordered observers, exists for no more than a second, after which it is destroyed by a bubble of a new phase. The mass of the superheavy gravitino is estimated to be one more than Page's estimate.
Yurov V. A., Yurova A. A.
Boltzmann brain, phase transitions, cosmological constant, gravitino mass
80-85
When to expect the unexpected singularities: the anthropic principle and the dark energy universe
... singularities with a finite value of the scale factor. We analyze this situation using the example of SFS and get an unexpected result: the time of appearance of such features of the same order as the lifetime of the observed universe.
Yurov A. V., Yurova A. A., Yurov V. A.
dark energy, scalar fields, singularity, anthropic principle
59-67
Are there Everett worlds?
... Успехи физических наук. 1998. № 168. С. 1017—1035.
21. Кадомцев Б. Б. Необратимость в квантовой механике // Успехи физических наук. 2003. № 173. С. 1221—1240.
Yurov A. V., Yurova A. A., † Shpilevoi A. Ja
«wave — pilot», Everett interpretation, limited path integral
96-108
Closed lattice of Toda equations
... Теоретическая и математическая физика. 1996. Т. 109, № 3. С. 338—346.
20. Yurov V. A., Yurov A. V. The Cauchy Problem for the Generalized Hyperbolic Novikov — Veselov Equation. 2015. arXiv:1509.06078 [nlin. SI].
Yurov A. V., Yurova A. A., Chirikov R. V.
dressing Toda chains, Darboux transformation, Schlesinger transformation
54-72
Inertial oscillations induced by the propagation of the Vis-tula Lagoon waters in the coastal zone of the Southeastern Baltic Sea
... зондирования Земли из космоса. 2014. № 11. С. 76—99.
11. Kahru M., Elmgren R. Multidecadal time series of satellite-detected accumulations of cyanobacteria in the Baltic Sea // Biogeosciences. 2014. № 11. P. 3619—3633.
Yurov V., Yurova A.
the confluence of fresh water, the Coriolis force, the intrusion of fresh water
51-65
A Lax pair for the (1+3) nonlinear equation
... Math. Theor. 2010. № 43. Р. 434002.
10. Faddeev L. D. The new life of complete integrability // Phys. Usp. 56. 2013. No. 5. Р. 465—472.
11. Ньюэлл А. Солитоны в математике и физике. М., 1989.
Chirikov R., Yurova A
Lax pair, (1 + 3) nonlinear partial differential equation, exact solution, integrable equation.
11-18
