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Open Mathematics: Special Issue on Recent Developments in Differential Equations

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Kenan Yildirim, Mus Alparslan University, Turkey
Mykola Ivanchov, I. Franko Lviv National University, Ukraine


Ivan Franko National University of Lviv in cooperation with Pidstryhach Institute for Applied Problems of Mechanics and Mathematics of NASU and National University “Lviv Polytechnic” organizes International Conference on Differential Equations Dedicated to the 110th Anniversary of Ya.B. Lopatynsky. The Conference will be held in Lviv, Ukraine from 20 to 24 of September, 2016.
For more deatils, please visit conference website.  

The Conference continues a series of traditional scientific meetings dedicated to outstanding mathematicians who worked at Lviv University. The conference held this year is the fourth conference of this series dedicated to 110th anniversary of Ya. B. Lopatynsky. Ya. B. Lopatynsky is well known by the mathematicians of the world as a great specialist in the theory of partial differential equations. In his famous work of 1953 he established the condition of well-posedness of general boundary value problems for elliptic systems of partial differential equations known as “Lopatynsky’s condition”. Ya.B. Lopatynsky worked at Lviv University during 1946-1963. He was the creator of the department of differential equations (1953) at Lviv University.

This Special Issue on Recent Developments in Differential Equations will crown the 4th International Conference on Differential Equations dedicated to the 110th anniversary of Ya. B. Lopatynsky. 

The special issue is concerned with the theory and the applications of differential equations. The main aim of the special issue is to bring together not only mathematicians but also those engineers, physicists, and other scientists for whom differential equations are valuable research tools.

Specific topics include but are not limited to:

  • Mathematical control theory
  • Ordinary differential equations
  • Partial differential equations
  • Stochastic differential equations
  • Fractional differential equations
  • Time Scale Dynamic Equations
  • Topological dynamics
  • Related topics about the Differential Equations

We seek high-quality original research papers, as well as communications and survey papers related to the topic of this issue.