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

Theory of insurances
Code
Semes-
ter
Hours: C+S+L
Credits
Type
Section
MP005
8
2+2+0
7
optional
Matematica Economica
MP005
8
2+2+0
7
optional
Matematici Aplicate
Teaching Staff in Charge
Lect. FILIP Diana, Ph.D., dafilip@math.ubbcluj.ro
Aims
The insurance agreement belongs our life with or without our permission. It is compulsory to make an insurance agreement for civil responsability if you have a car, and it is ideal to have an insurance agreement for your's goods with long utility. At last, but not least, it is very important for the peasants to have an insurance agreement for their animals and agricol cultures. It is something who make you to be in safety.
References
1. Anton S. Muresan, Optimizarea operatiilor financiare, Transilvania Press, Cluj-Napoca, 1995
2. Diana A. Filip, Some consideration concerning the mathematical reserve in the case of an insurance agreement (I), Studia Univ. Babes-Bolyai, Oeconomica, XL, 2, 1995, pag. 87-92
3. Diana A. Filip, The Calculus Complexity of the Mathematical Reserve, Studia Univ. Babes-Bolyai, Oeconomica, XLI, 1, 1996, pag. 101-105
4. Diana A. Filip, A modality of payment for a good with long utility, Buletinul Stiintific al Univ. din Baia-Mare, Seria B, Matematica-Informatica, vol. XII (1996), pag. 65-70
5. Anton S. Muresan, Diana A. Filip, Sur les aspects mathematiques en determination des primes dans le cas d'une assurance mixte, Le premier Congres International des IAE Roumains "Management et culture", Communications, 1997, Craiova, pag. 431-435
6. Iulian Vacarel, Florin Bercea, Asigurari si reasigurari, Ed. Expert, Bucuresti, 1998
7. Lazar Cistelecan, Rodica Cistelecan, Asigurari comerciale, Ed. D. Cantemir, Tg. Mures, 1997
8. *** Documentatie - UNITA
9. *** Legislatie
Assessment
Exam.