Juraj Dobrila University of Pula, Department of Economics and Tourism \u27Dr. Mijo Mirkovic\u27
Abstract
Investment evaluation is the control of the planning and implementation of investment activities with regard to the objectives to be achieved. In this paper I assume the objective to be efficient outcome and profit maximization. This means that investment evaluation puts normative assessments into the context of planning and management and hence into the context of intentional action and cycles of action. Here not only the assessment of facts and scenarios is important but also the, more or less implicit, causal chains which connect activities with investment results and finally with goal achievement. The model for investment evaluation I propose has two money holders who must decide how to invest their money in two investment funds (financial intermediaries) that, in turn, will use the money to bid to acquire ownership in two projects. The general case when the number of money holders, the number of funds, and the number of investments are arbitrary may be handled in a similar manner to the development below, but at a cost of greater complexity. As a result no mechanism to achieve the maximum outcome is present and different methods to find optimal structure under uncertainty and different cost structures are discussed.Evaluacija ulaganja je kontrola planiranja i implementacije ulagačkih aktivnosti s obzirom na ciljeve koje želimo ostvariti. U ovom radu pretpostavljam cilj uspješnog rezultata i maksimizacije profita. To znači da evaluacija ulaganja stavlja određivanje normativa u kontekst planiranja i menadžmenta te stoga i u kontekst namjernog djelovanja i ciklusa djelovanja. Tu nije važna sama procjena činjenica i scenarija već i, manje ili više implicitni, slučajni lanci koji povezuju aktivnosti s rezultatima ulaganja te napokon i s postizanjem cilja. Model za evaluaciju ulaganja kojeg predlažem ima dva izvora novca koji moraju odlučiti kako uložiti svoj novac kako bi ostvarili vlasništvo u dva projekta. Uobičajeni slučaj u kojem je broj imatelja novca, broj fondova i broj ulaganja arbitraran može se obraditi na sličan način kako je niže prikazano ali uz povećanu složenost. Kao rezultat se ne dobiva mehanizam kojim bi se dobilo maksimalni rezultat te se analiziraju različite metode pronalaska optimalne strukture pod nesigurnosti i različite strukture troškova
