INTERNACIONALNI UNIVERZITET TRAVNIK U TRAVNIKU
EKONOMSKI FAKULTET TRAVNIK U TRAVNIKU
PRAVNI FAKULTET TRAVNIK U TRAVNIKU
FAKULTET ZA MEDIJE I KOMUNIKACIJE TRAVNIK U TRAVNIKU
u saradnji sa
MIT UNIVERZITET SKOPLJE, SJEVERNA MAKEDONIJA
VEVU, VELEUČILIŠTE LAVOSLAV RUZIČKA U VUKOVARU, HRVATSKA
VELEUČILIŠTE VIMAL, SISAK, HRVATSKA
CKKPI, TRAVNIK, BOSNA I HERCEGOVINA
organizuju
31. MEĐUNARODNU KONFERENCIJU
EKONOMSKE, PRAVNE I MEDIJSKE INTEGRACIJE BOSNE I HERCEGOVINE I ZEMALJA ZAPADNOG
BALKANA KAO KLJUČNI POKRETAČ EUROPSKIH VRIJEDNOSTI
12. – 13. decembar 2025. godine
University of Tuzla , Tuzla , Bosnia and Herzegovina
International University of Travnik , Travnik , Bosnia and Herzegovina
International University of Travnik , Travnik , Bosnia and Herzegovina
The mathematical model describes a system with a set of sets, equations, variables that describe the relationships and relationships between them. The system is an abstract whole, which we consider to have no interaction with the environment, but is isolated and exists as an independent one. The system is defined by mathematical relations between input and output sizes. Variables in the model represent some system features. They can be input, output, independent, dependencies, state variables, and random variables. Mathematical models can be linear, nonlinear, deterministic, stohactic, static, dynamic, discrete, continual, deductive and iduktive. Usually mathematical functions are used for modeling and we optimize the parameters by approximation or interpolation of some curve. It is important to emphasize that modeling does not have to solve the problem, but it will probably illuminate the problem and clarify the pose situation. Application of a mathematical model and programmatic tools is aimed at reducing the possibility of such problems and resolving them if they do occur. The paper presents a mathematical model of the closed transport problem, transport network analytically. It is also presented in the program package matlab a transport problem and approximated.
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