"Babes-Bolyai" University of Cluj-Napoca
Faculty of Mathematics and Computer Science

Mathematical Modelling
Code
Semes-
ter
Hours: C+S+L
Credits
Type
Section
ME010
7
2+2+0
6
optional
Informatică
ME010
5
2+1+0
5
compulsory
Matematica Economica
ME010
5
2+1+0
5
compulsory
Matematici Aplicate
Teaching Staff in Charge
Assoc.Prof. IANCU Craciun, Ph.D., ciancu@math.ubbcluj.ro
Aims
-to present and solve some basic mathematical modells from various areas of science
Content
1. Mathematical modelling process
2. Mathematical models in physics
3. Mathematical models in chemistry
4. Mathematical models in biology and medical sciences
5. Mathematical models in economy
6. Mathematical models in social sciences
7. Mathematical models in ecology
8. General considerations on applied mathematics
References
1. R.R.Clemence, Mathematical Modelling, Cambridge Univ.Press, 1989.
2. D.N.Burghes, M.S.Borrie, Modelling with differential equations, New York, 1995.
3. I.A.Rus(coord.), Matematica si aplicatiile sale, Ed.Stiintifica, Bucuresti, 1995.
4. M.Martelli,Discrete dynamical systems and chaos, Longmann Sci., New York, 1992.
Assessment
Exam.