Capital budgeting requires dealing with high uncertainty from the unknown characteristics of cash flow, interest rate, and study period forecasts for future periods. Many fuzzy extensions of capital budgeting techniques have been proposed and used in a wide range of applications to deal with uncertainty. In this paper, a new fuzzy extension of the most used capital budgeting techniques is proposed. In this content, first interval-valued Fermatean fuzzy sets (IVFFSs) are defined, and the algebraic and aggregation operations are determined for interval-valued Fermatean fuzzy (IVFF) numbers. The formulations of IVFF net present value, IVFF equivalent uniform annual value, and IVFF benefit-cost ratio (B/C) methods are generated. To validate the...
<p></p><p>Abstract The Goal Programming (GP) is a multi-criteria approach of Operational Research th...
Capital budgeting as a decision process is among the most important of all management decisions. The...
This paper investigates a possible general setting for the fuzzy mathematics of finance. We consider...
Capital budgeting requires dealing with high uncertainty from the unknown characteristics of cash fl...
Investment projects are mostly evaluated by capital budgeting techniques to measure their profitabil...
AbstractThe capital budgeting process is based on the technique of reducing future cash flows of the...
The economic engineering the analysis involves uncertainty about future cash flows. To deal quantita...
Net present value is a very common criterion in capital budgeting processes. Usually, uncertainty is...
AbstractIn an uncertain economic environment, experts’ knowledge about outlays and cash inflows of a...
A fuzzy number is an extension of a regular number in the sense that it does not refer to one single...
In investment appraisal, uncertainty can be managed through intervals or fuzzy numbers because the a...
1 archivo PDF (11 páginas)."The capital budgeting problem, formulated and partially solved by Lorie-...
In an uncertain economic decision environment, the knowledge of experts about discounting cash flows...
This paper is to develop a fuzzy net present value (FNPV) method by taking vague cash flow and impre...
When an organization utilizes modern technology in its manufacturing process, it needs to update and...
<p></p><p>Abstract The Goal Programming (GP) is a multi-criteria approach of Operational Research th...
Capital budgeting as a decision process is among the most important of all management decisions. The...
This paper investigates a possible general setting for the fuzzy mathematics of finance. We consider...
Capital budgeting requires dealing with high uncertainty from the unknown characteristics of cash fl...
Investment projects are mostly evaluated by capital budgeting techniques to measure their profitabil...
AbstractThe capital budgeting process is based on the technique of reducing future cash flows of the...
The economic engineering the analysis involves uncertainty about future cash flows. To deal quantita...
Net present value is a very common criterion in capital budgeting processes. Usually, uncertainty is...
AbstractIn an uncertain economic environment, experts’ knowledge about outlays and cash inflows of a...
A fuzzy number is an extension of a regular number in the sense that it does not refer to one single...
In investment appraisal, uncertainty can be managed through intervals or fuzzy numbers because the a...
1 archivo PDF (11 páginas)."The capital budgeting problem, formulated and partially solved by Lorie-...
In an uncertain economic decision environment, the knowledge of experts about discounting cash flows...
This paper is to develop a fuzzy net present value (FNPV) method by taking vague cash flow and impre...
When an organization utilizes modern technology in its manufacturing process, it needs to update and...
<p></p><p>Abstract The Goal Programming (GP) is a multi-criteria approach of Operational Research th...
Capital budgeting as a decision process is among the most important of all management decisions. The...
This paper investigates a possible general setting for the fuzzy mathematics of finance. We consider...