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Issue DateTitleAuthor(s)
2000A convergence class for entire Dirichlet series of slow growthMulyava, Oksana
1999A new method for construction of solutions nonlinear wave equationsBarannyk, Anatoliy; Yuryk, Ivan
2013Application of differential equations analysing the food processesTkachuk, Alla; Martynenko, Michail
2015Application of group-theoretical methods to point explosion problem in incompressible liquidYuryk, Ivan
2013Application of ordinary differential equations in solving diffusive problemTkachuk, Alla; Mazur, Oleh
2013Application of the averaging method to some optimal control problemsMogileva, Victoria; Stanzhytskyi, O.; Tkachuk, Alla
2006Axisymmetric problem for a spherical crack on the interface of elastic mediaMartynenko, Michail; Lebedeva, Irina
2013Boundary integral equations for problems about plane deformations of linear viscotlastic mediumZinkevych, Oleksiy; Neschadym, Alexander; Safonov, Vladimir
1994Comonotone approximation pointwise estimates for twice differentiable functionsDzjubenko, H. A.; Lystopad, Vladimir; Shevchuk, L. A.
2004Construction on exact solutions of diffusion equationBarannyk, Anatoliy; Yuryk, Ivan
2020Definition of rating of samples in technology of water-alcohol infusions by profile non-linear quality criteriaKoretska, Iryna; Kuzmin, Oleg; Zinchenko, Tatiana
2021Determination of the level of products novelty importance for developing product innovative policyFedulova, Irina; Dragan, Olena; Sheremet, Oleg; Vasyutinska, Julia; Berger, Alina
2008Equilibrium of elastic media with internal nonFiat cracksMartynenko, Michail; Lebedeva, Irina
2012Estimates of singular numbers of a Hilbert–Schmidt integral operatorRadzievska, Elena
2019Estimating the degree of novelty of a new product: innovative approachVasyutinska, Julia; Kuzminska, Natalia
2015Exact solution of the multidimensional Liouville equationYuryk, Ivan
1998Exact solutions of an equation of gas dynamicsBarannyk, Anatoliy; Yuryk, Ivan
2018Exact solutions to nonlinear equation of utt=a(t)uuxx+b(t)u2x+c(t)uBarannyk, Anatoliy; Barannyk, Tatiana; Yuryk, Ivan
2009Generalized procedure of separation of variables and reduction of nonlinear wave equationsYuryk, Ivan
2015Generalized separation of variable for nonlinear equation utt=a(t)uxx+b(t)u2x+c(t)uutt=a(t)uxx+b(t)ux2+c(t)uBarannyk, Anatoliy; Barannyk, Tatiana; Yuryk, Ivan