Add to ORKGBu tezde, zaman skalasında dinamik sistemlerin genel özellikleri ve çeşitli tiplerdeki lineer dinamik denklemlerin ve bunların belirli tipteki perturbasyonlarının çözümlerinin asimptotik davranışları arasındaki bağıntılar verilmiştir.In this thesis, we consider dynamical systems on time scales and we give some relations between asymptotic behavior of the solutions of linear dynamical systems in different types and their perturbations in certain kinds on time scales
AbstractA new comparison theorem that connects the solutions of perturbed and unperturbed dynamic sy...
Until recently, mathematical models of natural occurrences were either exclusively continuous or dis...
We examine the various types of stability for the solutions of linear dynamic systems on time scales...
We consider linear dynamic systems on time scales, which contain as special cases linear differentia...
In this thesis, the asymptotic behavior and oscillation of solutions of dynamic equations on time sc...
Bu tezde, diferensiyel denklemlerle ilgili birçok sonucun fark denklemleri ile eş değer sonuçlara ta...
As a way to unify a discussion of many kinds of problems for equations in the contionous and discret...
Dotā darbā pirmajā nodaļā aplūkota laika skalu analīzes teorijas pamatjēdzieni, diferencēšana un int...
AbstractUtilizing the theory of dynamic systems on time scales, which unifies the theory of continuo...
Darbā aplūkota laika skalu dinamisko vienādojumu integrālā stabilitāte. Apskatītas svarīgākās laika ...
Motivated by developments in spacecraft dynamics, the asymptotic behaviour and boundedness of soluti...
Abstract. Using the resolvent matrix, a comparison principle and a useful equivalent system, we inve...
During the last decade, the use of time scales as a means of unifying and extending results about va...
We examine the conditions of asymptotic stability of second-order linear dynamic equations on time ...
Giriş bölümü dışında bu tez iki bölümden oluşmaktadır.Birinci bölümde,tez konusu ve tezde yapılan ça...
AbstractA new comparison theorem that connects the solutions of perturbed and unperturbed dynamic sy...
Until recently, mathematical models of natural occurrences were either exclusively continuous or dis...
We examine the various types of stability for the solutions of linear dynamic systems on time scales...
We consider linear dynamic systems on time scales, which contain as special cases linear differentia...
In this thesis, the asymptotic behavior and oscillation of solutions of dynamic equations on time sc...
Bu tezde, diferensiyel denklemlerle ilgili birçok sonucun fark denklemleri ile eş değer sonuçlara ta...
As a way to unify a discussion of many kinds of problems for equations in the contionous and discret...
Dotā darbā pirmajā nodaļā aplūkota laika skalu analīzes teorijas pamatjēdzieni, diferencēšana un int...
AbstractUtilizing the theory of dynamic systems on time scales, which unifies the theory of continuo...
Darbā aplūkota laika skalu dinamisko vienādojumu integrālā stabilitāte. Apskatītas svarīgākās laika ...
Motivated by developments in spacecraft dynamics, the asymptotic behaviour and boundedness of soluti...
Abstract. Using the resolvent matrix, a comparison principle and a useful equivalent system, we inve...
During the last decade, the use of time scales as a means of unifying and extending results about va...
We examine the conditions of asymptotic stability of second-order linear dynamic equations on time ...
Giriş bölümü dışında bu tez iki bölümden oluşmaktadır.Birinci bölümde,tez konusu ve tezde yapılan ça...
AbstractA new comparison theorem that connects the solutions of perturbed and unperturbed dynamic sy...
Until recently, mathematical models of natural occurrences were either exclusively continuous or dis...
We examine the various types of stability for the solutions of linear dynamic systems on time scales...