### 摘要

A common problem encountered in business and industry is to select a subset of investment proposals to fund from a larger set of available proposals. This decision problem is generally referred to as 'capital budgeting. ' An investment alternative is defined as a subset of the set of investment proposals. There is a relationship between every pair of investment proposals. This article presents a program that considers four possible relationships: independent, strictly contingent, conditionally contingent, and mutually exclusive. The complete statement of a capital budgeting problem requires: a list of investment proposals and the cash flow associated with each; a knowledge of the relationship (mutually exclusive, independent, etc. ) between each pair of proposals; a statement of the budget limitation in year zero; a measure of merit and associated decision criterion. Common measures of merit are: net present value, annual worth, future worth, payback period, internal rate of return and benefit to cost ratio. The decision criterion for the program is to select the feasible alternative which maximizes net present value calculated using the minimum attractive rate of return.

原文 | English |
---|---|

頁（從 - 到） | 19-20, 21 |

期刊 | Industrial Engineering |

卷 | 16 |

發行號 | 8 |

出版狀態 | Published - 1984 八月 1 |

### 指紋

### All Science Journal Classification (ASJC) codes

- Engineering(all)

### 引用此文

*Industrial Engineering*,

*16*(8), 19-20, 21.

}

*Industrial Engineering*, 卷 16, 編號 8, 頁 19-20, 21.

**PROGRAM CONSIDERS RELATIONSHIPS IN CAPITAL BUDGETING DECISIONS.** / Zaloom, Victor; Li, Derchiang.

研究成果: Article

TY - JOUR

T1 - PROGRAM CONSIDERS RELATIONSHIPS IN CAPITAL BUDGETING DECISIONS.

AU - Zaloom, Victor

AU - Li, Derchiang

PY - 1984/8/1

Y1 - 1984/8/1

N2 - A common problem encountered in business and industry is to select a subset of investment proposals to fund from a larger set of available proposals. This decision problem is generally referred to as 'capital budgeting. ' An investment alternative is defined as a subset of the set of investment proposals. There is a relationship between every pair of investment proposals. This article presents a program that considers four possible relationships: independent, strictly contingent, conditionally contingent, and mutually exclusive. The complete statement of a capital budgeting problem requires: a list of investment proposals and the cash flow associated with each; a knowledge of the relationship (mutually exclusive, independent, etc. ) between each pair of proposals; a statement of the budget limitation in year zero; a measure of merit and associated decision criterion. Common measures of merit are: net present value, annual worth, future worth, payback period, internal rate of return and benefit to cost ratio. The decision criterion for the program is to select the feasible alternative which maximizes net present value calculated using the minimum attractive rate of return.

AB - A common problem encountered in business and industry is to select a subset of investment proposals to fund from a larger set of available proposals. This decision problem is generally referred to as 'capital budgeting. ' An investment alternative is defined as a subset of the set of investment proposals. There is a relationship between every pair of investment proposals. This article presents a program that considers four possible relationships: independent, strictly contingent, conditionally contingent, and mutually exclusive. The complete statement of a capital budgeting problem requires: a list of investment proposals and the cash flow associated with each; a knowledge of the relationship (mutually exclusive, independent, etc. ) between each pair of proposals; a statement of the budget limitation in year zero; a measure of merit and associated decision criterion. Common measures of merit are: net present value, annual worth, future worth, payback period, internal rate of return and benefit to cost ratio. The decision criterion for the program is to select the feasible alternative which maximizes net present value calculated using the minimum attractive rate of return.

UR - http://www.scopus.com/inward/record.url?scp=0021472198&partnerID=8YFLogxK

UR - http://www.scopus.com/inward/citedby.url?scp=0021472198&partnerID=8YFLogxK

M3 - Article

AN - SCOPUS:0021472198

VL - 16

SP - 19-20, 21

JO - Industrial Engineering

JF - Industrial Engineering

IS - 8

ER -