Vasily Kriven′

Vasily Kriven′

doctor of physical and mathematical sciences, Professor of mathematical methods in engineering



Biography

In 1973 year. graduated from Lviv State University named after Ivan Franko.
From 1981 year. -candidate of Phys.-math science (the deforming solid body mechanics), doctor of Phys.-math. Sciences (2002, the deforming solid body mechanics). Doctoral thesis: "development of a discrete line and continual service improvement of plastic zones in the vicinity of the concentrators of stress". Assistant Professor of applied mathematics (1989r.). Professor of mathematical methods in engineering (2004r.)
The Lviv Polytechnical Institute in (1974-1992.) In Ternopil national Ivan pul'uj Technical University works with 1992. From 2003 He is the head of the Department of mathematical methods in engineering..

Educational and methodical work

Teaching subjects:
Higher mathematics
Special sections of mathematics
Applied mathematical statistics (for Bachelors)
Applied mathematics (for master's degrees)


Methodological works:
1. Tutorial “ elements of the theory of functions of complex variable and operational calculus lectures for students ” engineering specialties of higher mathematics course / way. Kriven′ V.a.. – Ternopil: OUR, 2004. -50 c.
2. The position of the functions and functionals. Guidance to the practical lessons of the course of applied mathematics to master technical specialties/n Curve. R., Kriven′ V. A., Tsymbalyuk L. AND. – Ternopil: OUR, 2004, -51 p.
3. Elements of mathematical logic. Guidance on discrete mathematics course / way. N. R.. Curve, AS IN.. Kriven′, A.. Kaplun. – Ternopil: OUR Ivan pul'uj, 2006. − 23 p.
4. Elements of the theory of sets. Guidance on discrete mathematics course / way. N. R.. Curve, AS IN.. Kriven′, A.. Kaplun. – Ternopil: OUR Ivan pul'uj, 2006. − 21 p.
5. Tutorial “ Items ” linear algebra lectures for students of engineering specialties of higher mathematics course / way. Kriven′ V.a.. – Ternopil: OUR, 2007. – 56 c.
6. Foundations of mathematics. Function. Boundary. Continuity. Lectures for students of engineering specialties of the course vizŝoï of mathematics: – Ternopil: TNTU name. Pulûâû 2010 y – 62 p.

E-training courses:
Probability theory and mathematical statistics
Elements of the theory of functions of complex variable and operational calculus
Elements of linear algebra

Scientific research activity

Scientific results regarding the mathematical theory of plasticity and numerical-analytical methods rozv’âzuvannâ regional problems of elliptic type, methods of konformnih reflections. Posted at 90 scientific works

Main scientific publications:
1. Kriven′ V.a.. General presentation of the plasticity in the anti-flat plastic deformation of the body lie with sharp-end hub stresses/Dop. AKAD, CEP., No. 2.1983
2. Kriven′ V.a.. Continuous and breaking decision of tasks for an elastic-plastic antiploskoj Defoe- information body with crack // FHMM-# 6.1985-c 13-19
3. Kriven′ V.a.. Dvoperìodična pružnoplastična task pozdovžn′ogo landslide body with hard inclusions subjected rombìčnimi // Mathematical methods and Phys.-fur. field. – 2001. – Т. 44, # 1. – C. 47-53
4. Kriven′ V. A., Sulim, T. Pulling hard rombìčnogo fiber from a rectangular Prism is a perfect lie-plastic // Bulletin of the national. Oz-the name of the. T.. Shevchenko. Sir.: Physical Mathematical. Science. Issue. 5. – Kiev, 2003. – C. 66-72
5. Kriven′ V. A., Sulim, T., Âvors′ka M.. Оdseparowanie Plastyczne okresowego układu sztywnych cienkich inkluzji podczas // II Sympozjum Mechaniki Znichshenia Materiałów i Konstrukcij Augustow, 2003. S. 179-183.
6. Kriven′ V. A., Sulim, T., Âvors′ka M.. Plastic interfacial slip of periodic systems of rigid thin inclusions undergoing longitudinal shear // JTAM. – 2006. V.44, No. 4. – S. 837-848.
7. Кривень В.А.,Крива Н.Р. One-side plastic delamination of a thin inclusion in a compressed layer under shear // material science No 6, p. 792-798.
8. Кривень В.А.,Валяшек В.Б. The initial stage of the plastic rectangular flaking on the unilateral contact with environment // Mathematical methods and physical-mechanical field 2010. – Tom 53, № 4. – C. 107-116.