Drozhzhyna A. Asymptotic behavior of solutions of nonlinear nonautonomous ordinary differential equations of the n-th order

Українська версія

Thesis for the degree of Doctor of Philosophy (PhD)

State registration number

0821U100620

Thesis Registration Form

0821U100620.pdf

Applicant for

Specialization

  • 111 - Математика та статистика. Математика

19-03-2021

Specialized Academic Board

ДФ 41.051.006

Odessa I. I. Mechnikov National University

Essay

The necessary and sufficient conditions of the existence of sufficiently wide class of solutions of essential nonlinear nonautonomous ordinary differential equations of the n-th order were obtained. The asymptotic representations as the argument tends to the critical point were found for such solutions and their derivatives to the n-1-th order.

Read more

Files

autoreferat-afef.doc

autoreferat-anotacia_Drogginoya_AV.pdf

diser.doc

diser.doc

diss_Drozhzhina.pdf

Similar theses

0824U001117

Yana A. Kryklya

Free left n-trinilpotent trioids

0824U000513

Oleksandra V. Lokaziuk

Realizations of Lie algebras on line and group classification of differential equations

0824U000261

Moroz Mykola P.

Functions with fractal properties related to representations of numbers by Engel and Ostrogradsky–Sierpinski–Pierce series

0823U101974

Yevhenii Y. Chapovskyi

Nilpotent and solvable Lie algebras of derivations of polynomial rings

0823U101930

Mykyta V. Shchehlov

Generalization and application of Whitney, Dzyadik and other inequalities for algebraic polynomials