Tokovi najmanjeg troška i tokovi maksimalne vrijednosti

master's thesis

• Author: Apolinar Barbiš
• Mentor: Lavoslav Čaklović (mentor)
• Committee member: Lavoslav Čaklović (predsjednik povjerenstva)
• Committee member: Josip Tambača (član povjerenstva)
• Committee member: Nikola Sandrić (član povjerenstva)
• Committee member: Mladen Vuković (član povjerenstva)
• Granter: University of Zagreb; Faculty of Science; (Department of Mathematics); Zagreb
• Defense date and country: 2018-07-16, Croatia
• Scientific / art field, discipline and subdiscipline: NATURAL SCIENCES; Mathematics

Abstract

Nakon svih obrađenih algoritama upoznali smo nekoliko načina dolaska do rješenja dvaju problema koje smo promatrali. Područje diskretne matematike s vremenom sve se više razvija, te što više ulazimo u dubinu, teorijsko poznavanje upravo ovih ''osnovnijih'' algoritama daje dobru podlogu za daljnji rad te uvelike pomaže. Upravo zbog svojstva matematičke teorije koja se postupno nadograđuje sama na sebe, veoma je zahvalno shvatiti ovu osnovnu podlogu, među kojom spada i gradivo obrađeno u ovome radu. Iz tog razloga, dobro je što postoji poveći broj algoritama za rješavanje osnovnijih problema diskretne matematike kako bi se daljnja znanost mogla razvijati u što više smjerova. Obrađeni algoritmi daju dobru bazu za ulazak u kompleksnije matematičke probleme, te razvijaju logičko razmišljanje.

Abstract (english)

After all the algorithms we’ve processed, we’ve come up with a few ways to get to the solution of the two problems we’ve been observing. The field of discrete mathematics is evolving over time, and the more we enter into depth, the theoretical knowledge of these ”basic” algorithms provides a good foundation for further work and greatly helps. Because of the mathematical theory that gradually improves itself, it is very grateful to understand this basic foundation, among which the material covered in this paper. For this reason, it is good that there is an increasing number of algorithms for solving the most basic problems of discrete mathematics so that further science can evolve into as many directions as possible. The processed algorithms provide a good basis for entering complex mathematical problems and develop logical thinking.

• Keywords: diskretna matematika; algoritmi; kompleksni matematički problemi
• Keywords (english): discrete mathematics; algorithms; complex mathematical problems
• Language: croatian
• URN:NBN: urn:nbn:hr:217:587549
• Study programme: Title: Finance and Business Mathematics; Study programme type: university; Study level: graduate; Academic / professional title: magistar/magistra matematike (magistar/magistra matematike)
• Type of resource: Text
• File origin: Born digital
• Access conditions: Open access
• Created on: 2018-11-21 11:06:45