GENERALIZATION OF THE KELLER-OSSERMAN THEOREM FOR HIGHER ORDER DIFFERENTIAL INEQUALITIES Article Kon'Kov A.A., Shishkov A.E. NONLINEARITY. IOP PUBLISHING LTD. Vol. 32. 2019. P. 3012-3022
LOCALIZED BLOW-UP REGIMES FOR QUASILINEAR DOUBLY DEGENERATE PARABOLIC EQUATIONS Article Шишков А.Е., Евгеньева Е.А. Математические заметки. Федеральное государственное бюджетное учреждение науки Математический институт им. В.А. Стеклова Российской академии наук. Vol. 106. 2019. P. 622-635
ON ANALOGS OF THE KELLER-OSSERMAN THEOREM FOR HIGHER ORDER DIFFERENTIAL INEQUALITIES Article Kon'kov A.A., Shishkov A.E. Singular Problems, Blow-up, and Regimes with Peaking in Nonlinear PDEs. Российский университет дружбы народов (РУДН). 2019. P. 33-34
EXTINCTION IN A FINITE TIME FOR SOLUTIONS OF A CLASS OF PARABOLIC EQUATIONS INVOLVING P-LAPLACIAN Article Belaud Y., Shishkov A.E. Singular Problems, Blow-up, and Regimes with Peaking in Nonlinear PDEs. Российский университет дружбы народов (РУДН). 2019. 13 p.
ON BLOW-UP CONDITIONS FOR SOLUTIONS OF HIGHER ORDER DIFFERENTIAL INEQUALITIES Article Kon’kov A.A., Shishkov A.E. Applicable Analysis. 2018. P. 1-10
ON THE ABSENCE OF GLOBAL SOLUTIONS OF A CLASS OF HIGHER-ORDER EVOLUTION INEQUALITIES Article Kon’kov A.A., Shishkov A.E. Mathematical Notes. Vol. 104. 2018. P. 930-932
LARGE SOLUTIONS OF PARABOLIC LOGISTIC EQUATION WITH SPATIAL AND TEMPORAL DEGENERACIES Article Shishkov A. Discrete and Continuous Dynamical Systems - Series S. American Institute of Mathematical Sciences. Vol. 10. 2017. P. 895-907