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1

THE LABOR MARKET OF UKRAINE: YESTERDAY, TODAY AND TOMORROW

YURYK YARYNA I., KONOVALOV YURII I.

Journal:

Бизнес Информ

Année:

2014

Fichier:

PDF, 659 KB

2014

2

On Exact Solutions of Nonlinear Diffusion Equations

A. F. Barannyk, I. I. Yuryk

Journal:

Ukrainian Mathematical Journal

Année:

2005

Langue:

english

Fichier:

PDF, 224 KB

english, 2005

3

Generalized procedure of separation of variables and reduction of nonlinear wave equations

A. F. Barannyk, T. A. Barannyk, I. I. Yuryk

Journal:

Ukrainian Mathematical Journal

Année:

2009

Langue:

english

Fichier:

PDF, 156 KB

english, 2009

4

Generalized separation of variables and exact solutions of nonlinear equations

A. F. Barannyk, T. A. Barannyk, I. I. Yuryk

Journal:

Ukrainian Mathematical Journal

Année:

2011

Langue:

english

Fichier:

PDF, 119 KB

english, 2011

5

Generalized Separation of Variables for Nonlinear Equation

Barannyk, Anatoliy F., Barannyk, Tatjana A., Yuryk, Ivan I.

Journal:

Reports on Mathematical Physics

Année:

2013

Langue:

english

Fichier:

PDF, 130 KB

english, 2013

6

Separation of variables for nonlinear equations of hyperbolic and Korteweg–de Vries type

Barannyk, Anatoliy, Barannyk, Tatjana, Yuryk, Ivan

Journal:

Reports on Mathematical Physics

Année:

2011

Langue:

english

Fichier:

PDF, 75 KB

english, 2011

7

Exact Solutions of the Nonlinear Equation utt=atuuxx+btux2+ctu$$ {u}_{tt}=a(t){uu}_{xx}+b(t){u}_x^2+c(t)u $$

Barannyk, A. F., Barannyk, T. A., Yuryk, I. I.

Journal:

Ukrainian Mathematical Journal

Année:

2018

Langue:

english

Fichier:

PDF, 147 KB

english, 2018

8

Nonlinear d'alembert equation in the pseudo-euclidean spaceR2,nand its solutions

Journal:

Ukrainian Mathematical Journal

Année:

2000

Langue:

english

Fichier:

PDF, 412 KB

english, 2000

9

Neurologous lesions /INS;in children of KYIV, born on the year of catastrophe in chernobyl

Journal:

Journal of the Neurological Sciences

Année:

2013

Langue:

english

Fichier:

PDF, 57 KB

english, 2013

10

A CASE OF EMPYEMA COMPLICATED BY AN $OElig;SOPHAGEAL FISTULA INTO THE PLEURA.

Journal:

Année:

1904

Langue:

english

Fichier:

PDF, 181 KB

english, 1904

11

On hidden symmetries and solutions of the nonlinear d’Alembert equation

Barannyk, Anatoliy F., Barannyk, Tetyana A., Yuryk, Ivan I.

Journal:

Communications in Nonlinear Science and Numerical Simulation

Année:

2013

Langue:

english

Fichier:

PDF, 269 KB

english, 2013

12

Application of group-theoretical methods to solving the point explosion problem in incompressible liquid

Journal:

Communications in Nonlinear Science and Numerical Simulation

Année:

2015

Langue:

english

Fichier:

PDF, 667 KB

english, 2015

13

On a new method for constructing exact solutions of the nonlinear differential equations of mathematical physics

Barannyk, A F, Yuryk, I I

Journal:

Journal of Physics A: Mathematical and General Physics

Année:

1998

Langue:

english

Fichier:

PDF, 135 KB

english, 1998

14

Mathematical Simulation of Heat Transfer in Relaxing Media

Bulavatsky, V.M., Yuryk, I.I.

Journal:

Journal of Nonlinear Mathematical Physics

Année:

1997

Langue:

english

Fichier:

PDF, 263 KB

english, 1997

15

Reduction and Some Exact Solutions of the Multidimensional Liouville Equation

Journal:

Journal of Nonlinear Mathematical Physics

Année:

1997

Langue:

english

Fichier:

PDF, 259 KB

english, 1997

16

The distinctions of higher nervous activity disorders during the long-term period of military injury of the Donbass defenders

Journal:

Journal of the Neurological Sciences

Année:

2019

Fichier:

PDF, 639 KB

2019

17

Partial Solutions of a System of Euler Equations

Journal:

Journal of Mathematical Sciences

Année:

2020

Fichier:

PDF, 162 KB

2020

18

A Method for the Construction of Exact Solutions to the Nonlinear Heat Equation Ut = (F(U)Ux)X + G(U)Ux + H(U)

Barannyk, A. F., Barannyk, T. A., Yuryk, I. I.

Journal:

Ukrainian Mathematical Journal

Année:

2020

Fichier:

PDF, 158 KB

2020