Panin A.A. - list of publications

ON THE CRITICAL EXPONENT "INSTANTANEOUS BLOW-UP" VERSUS "LOCAL SOLUBILITY" IN THE CAUCHY PROBLEM FOR A MODEL EQUATION OF SOBOLEV TYPE

Article

Korpusov M.O., Panin A.A., Shishkov A.E.

Izvestiya Mathematics. Institute of Physics Publishing. Vol. 85. 2021. P. 111-144

О КРИТИЧЕСКОМ ПОКАЗАТЕЛЕ “МГНОВЕННОЕ РАЗРУШЕНИЕ” VERSUS “ЛОКАЛЬНАЯ РАЗРЕШИМОСТЬ” В ЗАДАЧЕ КОШИ ДЛЯ МОДЕЛЬНОГО УРАВНЕНИЯ СОБОЛЕВСКОГО ТИПА

Article

Корпусов М.О., Панин А.А., Шишков А.Е.

Известия Российской академии наук. Серия математическая. Федеральное государственное бюджетное учреждение науки Математический институт им. В.А. Стеклова Российской академии наук. Vol. 85. 2021. P. 118-153

ON THE BLOW-UP OF THE SOLUTION AND ON THE LOCAL AND GLOBAL SOLVABILITY OF THE CAUCHY PROBLEM FOR A NONLINEAR EQUATION IN HÖLDER SPACES

Article

Korpusov M.O., Panin A.A.

Journal of Mathematical Analysis and Applications. Academic Press Inc.. Vol. 504. 2021.

LOCAL SOLVABILITY AND A PRIORI ESTIMATES FOR CLASSICAL SOLUTIONS TO AN EQUATION OF BENJAMIN-BONA-MAHONY-BÜRGERS TYPE

Article

Korpusov M.O., Lukyanenko D.V., Panin A.A.

Mathematical Methods in the Applied Sciences. John Wiley and Sons Ltd. 2020.

BLOW-UP FOR JOSEPH–EGRI EQUATION: THEORETICAL APPROACH AND NUMERICAL ANALYSIS

Article

Korpusov M.O., Lukyanenko D.V., Panin A.A.

Mathematical Methods in the Applied Sciences. John Wiley and Sons Ltd. Vol. 43. 2020. P. 6771-6800

NUMERICAL DETERMINATION OF THE SINGULARITY ORDER OF A SYSTEM OF DIFFERENTIAL EQUATIONS

Article

Baddour Ali, Malykh M.D., Panin A.A., Sevastianov L.A.

Discrete and Continuous Models and Applied Computational Science. Федеральное государственное автономное образовательное учреждение высшего образования Российский университет дружбы народов (РУДН). Vol. 28. 2020. P. 17-34

INSTANTANEOUS BLOW-UP VERSUS LOCAL SOLVABILITY OF SOLUTIONS TO THE CAUCHY PROBLEM FOR THE EQUATION OF A SEMICONDUCTOR IN A MAGNETIC FIELD

Article

Korpusov M.O., Panin A.A.

Singular Problems, Blow-up, and Regimes with Peaking in Nonlinear PDEs. Российский университет дружбы народов (РУДН). 2019. P. 35-36

INSTANTANEOUS BLOW-UP VERSUS LOCAL SOLUBILITY OF THE CAUCHY PROBLEM FOR A TWO-DIMENSIONAL EQUATION OF A SEMICONDUCTOR WITH HEATING

Article

Korpusov M.O., Panin A.A.

Известия Российской академии наук. Серия математическая. Федеральное государственное бюджетное учреждение науки Математический институт им. В.А. Стеклова Российской академии наук. Vol. 83. 2019. P. 104-132

BLOW-UP OF SOLUTIONS OF A FULL NON-LINEAR EQUATION OF ION-SOUND WAVES IN A PLASMA WITH NON-COERCIVE NON-LINEARITIES

Article

Korpusov M.O., Lukyanenko D.V., Panin A.A., Yushkov E.V.

Izvestiya Mathematics. Institute of Physics Publishing. Vol. 82. 2018. P. 283-317

ON THE BLOW-UP PHENOMENA FOR A 1-DIMENSIONAL EQUATION OF ION SOUND WAVES IN A PLASMA: ANALYTICAL AND NUMERICAL INVESTIGATION

Article

Korpusov M.O., Lukyanenko D.V., Panin A.A., Shlyapugin G.I.

Mathematical Methods in the Applied Sciences. John Wiley and Sons Ltd. Vol. 41. 2018. P. 2906-2929

ON THE NONEXTENDABLE SOLUTION AND BLOW-UP OF THE SOLUTION OF THE ONE-DIMENSIONAL EQUATION OF ION-SOUND WAVES IN A PLASMA

Article

Korpusov M.O., Panin A.A.

Mathematical Notes. Vol. 102. 2017. P. 350-360

Панин А.А.

List of records

ON THE CRITICAL EXPONENT "INSTANTANEOUS BLOW-UP" VERSUS "LOCAL SOLUBILITY" IN THE CAUCHY PROBLEM FOR A MODEL EQUATION OF SOBOLEV TYPE

О КРИТИЧЕСКОМ ПОКАЗАТЕЛЕ “МГНОВЕННОЕ РАЗРУШЕНИЕ” VERSUS “ЛОКАЛЬНАЯ РАЗРЕШИМОСТЬ” В ЗАДАЧЕ КОШИ ДЛЯ МОДЕЛЬНОГО УРАВНЕНИЯ СОБОЛЕВСКОГО ТИПА

ON THE BLOW-UP OF THE SOLUTION AND ON THE LOCAL AND GLOBAL SOLVABILITY OF THE CAUCHY PROBLEM FOR A NONLINEAR EQUATION IN HÖLDER SPACES

LOCAL SOLVABILITY AND A PRIORI ESTIMATES FOR CLASSICAL SOLUTIONS TO AN EQUATION OF BENJAMIN-BONA-MAHONY-BÜRGERS TYPE

BLOW-UP FOR JOSEPH–EGRI EQUATION: THEORETICAL APPROACH AND NUMERICAL ANALYSIS

NUMERICAL DETERMINATION OF THE SINGULARITY ORDER OF A SYSTEM OF DIFFERENTIAL EQUATIONS

INSTANTANEOUS BLOW-UP VERSUS LOCAL SOLVABILITY OF SOLUTIONS TO THE CAUCHY PROBLEM FOR THE EQUATION OF A SEMICONDUCTOR IN A MAGNETIC FIELD

INSTANTANEOUS BLOW-UP VERSUS LOCAL SOLUBILITY OF THE CAUCHY PROBLEM FOR A TWO-DIMENSIONAL EQUATION OF A SEMICONDUCTOR WITH HEATING

BLOW-UP OF SOLUTIONS OF A FULL NON-LINEAR EQUATION OF ION-SOUND WAVES IN A PLASMA WITH NON-COERCIVE NON-LINEARITIES

ON THE BLOW-UP PHENOMENA FOR A 1-DIMENSIONAL EQUATION OF ION SOUND WAVES IN A PLASMA: ANALYTICAL AND NUMERICAL INVESTIGATION

ON THE NONEXTENDABLE SOLUTION AND BLOW-UP OF THE SOLUTION OF THE ONE-DIMENSIONAL EQUATION OF ION-SOUND WAVES IN A PLASMA

Other authors

Semenov M.K.

Dudareva M.A.