Ivan Dyyak
Ivan Dyyak
professor of Applied Mathematics
Verified email at lnu.edu.ua
Cited by
Cited by
Heterogeneous mathematical models in numerical analysis of structures
YH Savula, II Dyyak, VV Krevs
Computers & Mathematics with Applications 42 (8-9), 1201-1216, 2001
Influence of anisotropy on the response characteristics of finite cylinders under free vibrations
AY Grigorenko, II Dyyak, VM Makar
International applied mechanics 37 (5), 628-637, 2001
Penalty Robin–Robin domain decomposition methods for unilateral multibody contact problems of elasticity: Convergence results
II Dyyak, II Prokopyshyn, IA Prokopyshyn
arxiv. org.—2012.—http://arxiv. org/pdf/1208.6478 v1. pdf.—32 p, 2012
Convergence of the Neumann parallel scheme of the domain decomposition method for problems of frictionless contact between several elastic bodies
II Dyyak, II Prokopyshyn
Journal of Mathematical Sciences 171 (4), 516-533, 2010
Domain decomposition schemes for frictionless multibody contact problems of elasticity
II Dyyak, II Prokopyshyn
Numerical Mathematics and Advanced Applications 2009, 297-305, 2010
Domain decomposition methods for problems of unilateral contact between elastic bodies with nonlinear Winkler covers
II Prokopyshyn, II Dyyak, RM Martynyak, IA Prokopyshyn
Domain Decomposition Methods in Science and Engineering XXI, 739-748, 2014
Penalty Robin-Robin Domain Decomposition Schemes for Contact Problems of Nonlinear Elasticity
II Prokopyshyn, II Dyyak, RM Martynyak, IA Prokopyshyn
Domain Decomposition Methods in Science and Engineering XX, 647-654, 2013
Domain decomposition methods applied to solve frictionless-contact problems for multilayer elastic bodies
AY Grigorenko, II Dyyak, II Prokopyshyn
International Applied Mechanics 46 (4), 388-399, 2010
Coupled boundary and finite element analysis of a special class of two-dimensional problems of the theory of elasticity
Y Savula, H Mang, I Dyyak, N Pauk
Computers & Structures 75 (2), 157-165, 2000
Domain decomposition method with hybrid approximations applied to solve problems of elasticity
AY Grigorenko, II Dyyak, II Prokopyshin
International Applied Mechanics 44 (11), 1213-1222, 2008
Solving the stress problem for a finite cylinder by the Schwarz method with hybrid approximations
TB Berezyuk, AY Grigorenko, II Dyyak
International applied mechanics 39 (10), 1173-1178, 2003
D-adaptive model for the elasticity problem
YH Savula, II Dyyak
Computer Assisted Mechanics and Engineering Sciences 5 (1), 65-74, 1998
Investigation of the heterogeneous problems of the elasticity with coupled boundary finite element schemes
II Dyyak, S YaH, M Shahin
et al Advances in applied and computational mathematics. Nova Science, New …, 2006
D-adaptive mathematical model of solid body with thin coating
II Dyyak, YH Savula
Mat. Stud 7, 103-109, 1997
FEM-BEM based error estimator in elasticity problems
I Dyyak, S Matysiak, Y Yashchuk
Proc. of the 19 th Internat. Conf. on Comput. Meth. in Mech. Short Papers …, 2011
Three-dimensional dynamic elasticity-theory problem for anisotropic bodies
AY Grigorenko, II Dyyak, VM Makar
International applied mechanics 34 (5), 424-430, 1998
Use of a combination model to calculate the stress-strain state of three-dimensional structures
YG Savula, II Dyyak, AV Dubovik
Soviet Applied Mechanics 25 (9), 904-909, 1989
Solving the problem on stress state of a cylinder of finite length by Schwarz's method using the hybrid approximations
TB Berezyuk, YM Grigorenko, II Diyak
Прикладная механика 39 (10), 69-74, 2003
Solution of three-dimensional problems on the free vibration of axisymmetric bodies
AY Grigorenko, II Dyyak
International applied mechanics 30 (5), 344-347, 1994
Computational-experimental approach to determination of residual stresses in welded joints
YG Savula, IV Gadzhuk, II Dyyak
Strength of Materials 22 (3), 429-432, 1990
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