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Numerical Diagnostics of Solution Blow-Up in a Thermoelectric Semiconductor Model
Korpusov M.O., Shafir R.S., Matveeva A.K.
and electrical breakdowns possibly arising over time. A method for numerical diagnostics of solution blow-up
On the blow-up phenomena for a 1-dimensional equation of ion sound waves in a plasma: Analytical and numerical investigation
Korpusov M.O., Lukyanenko D.V., Panin A.A., Shlyapugin G.I.
theorem on nonextendable solution is proved. The blow-up phenomena are studied. The sufficient blow-up
Nonlinear Equations of the Theory of Ion-Sound Plasma Waves
Korpusov M.O.
on the present results, sufficient conditions for blow-up formation will be proposed later.
Blow-up time for a problem of heat transfer with coefficients depending on their formation mechanisms
Deviaterikova E., Galakhov E., Salieva O., Uvarova L.
on the blow-up time for the problem and the possibility to control the blow-up time in this connection. © 2015
On blow-up for a generalized heat inequality
Galakhov E., Salieva O.
Using a modification of the nonlinear capacity method, we establish sufficient conditions of blow-up
Blow-up for nonlinear inequalities with singularities on unbounded sets
Galakhov E., Salieva O.
coefficients, for which blow-up situation occurs. In this paper we establish sufficient conditions of blow-up
Localized Blow-Up Regimes for Quasilinear Doubly Degenerate Parabolic Equations
Shishkov A.E., Yevgenieva Y.A.
Singular blow-up regimes are studied for a wide class of second-order quasilinear parabolic
Ситуация blow-up для некоторых нелинейных дифференциальных неравенств
Галахов Е.И., Салиева О.А.
коэффициентами, для которых имеет место ситуация blow-up. В настоящей работе мы находим условия возникновения
Blow-up of Solutions of Nonclassical Nonlocal Nonlinear Model Equations
Korpusov M.O.
-time blow-up results are obtained under certain sufficient conditions, and bilateral estimates for the blow-up
Blow-up and global solubility in the classical sense of the Cauchy problem for a formally hyperbolic equation with a non-coercive source
Korpusov M.O.
-to-necessary conditions, we obtain finite-time blow-up conditions and upper and lower bounds for the blow-up time

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