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Knowledge as a Non-equilibrium Dynamic System
Oseledchik M., Ivleva M., Ivlev V.
-sustaining, and self organizing system possessing the properties of openness, nonlinearity and dissipation, which shows
Possible solutions of inverse dynamical problems with regards for nonlinear constraint stabilization function
Kaspirovich I.E., Mukharlyamov R.G.
if introducing dissipative function to find a complete stabilization problem's solution can be the main
The cerebellum role in arterial hypertension
Vetcher A.A., Zhukov K.V., Gasparuan B.A., Shishonin A.Y.
The consideration of the functioning body as a dissipative structure leads to the assumption
Bi-variational Evolutionary Systems and Approximate Solutions
Savchin V.M., Budochkina S.A.
for the construction of approximate solutions with the high accuracy for the given dissipative problem. In the paper
Аналитические свойства решений одного класса нелинейных диссипативных динамических систем третьего порядка без хаотического поведения
Цегельник, В. В., Tsegel’nik, V.
class of nonlinear dissipative dynamical systems of the third order without chaotic behavior.
REDUCTION OF FORCED OSCILLATIONS AMPLITUDE IN CIRCULAR CYLINDRICAL SHELLS WITH PRESSURE STABILIZER WITHOUT ELASTIC CHAMBERS
Rekach F.V.
on waves interference, dissipative and damping action is described.
О связи диссипативной функции и стабилизации связей при решении обратной задачи динамики
Каспирович И.Е.
between equations of perturbed constraints and dissipative function is investigated.
Energy Method for Mathematical Modeling of Heat Transfer in 2-D Flow
Denisenko, Valery V., Денисенко, Валерий В.
nonsymmetric operator
Current flow instability and nonlinear structures in dissipative two-fluid plasmas
Koshkarov O., Smolyakov A.I., Romadanov I.V., Chapurin O., Umansky M.V., Raitses Y., Kaganovich I.D.
Current flow instability and nonlinear structures in dissipative two-fluid plasmas
The impact of viscous dissipation on the flow parameters during round tube filling
Borzenko, E. I., Shrager, G. R., Frolov, O. Y.
, the presence of a free boundary, and dissipation of mechanical energy. To solve the problem numerically, a

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