Heuristic Methods for Finance-Based and Resource-Constrained Project Scheduling Problem

启发式 计算机科学 地铁列车时刻表 数学优化 现金流 运筹学 启发式 整数规划 利润(经济学) 财务 算法 经济 数学 操作系统 人工智能 微观经济学
作者
Wanlin Liu,Jingwen Zhang,Wanjun Liu
出处
期刊:Journal of the Construction Division and Management [American Society of Civil Engineers]
卷期号:147 (11) 被引量:12
标识
DOI:10.1061/(asce)co.1943-7862.0002174
摘要

Contractors are often simultaneously subject to capital shortages and resource scarcities in construction projects, forcing them to rely on loans to offset cash deficits during project execution. However, few studies have proposed exact or heuristic methods to deal with the financed-based and resource-constrained project scheduling problem (FBRCPSP). This study aims at developing flexible heuristics for the FBRCPSP. To address the FBRCPSP, a mathematical model is first constructed to maximize a project's profit considering financing costs, then modified serial schedule scheme (MSSGS) and modified parallel schedule scheme (MPSGS) heuristics are designed to gain a feasible project schedule and its financial plan while complying with feasibilities of the precedence relationship, resource constraints, and credit limits concurrently. Moreover, the proposed heuristics, implemented as part of a genetic algorithm (heuristics-based GA) can be applied to solve the optimization model of the FBRCPSP. In two case studies, the results showed that the heuristics-based GA adequately explored the feasible solution space so that it could obtain the best solutions near those from the integer programming (IP) technique (By optimization software CPLEX version 12.8) and outperformed the previous precedence-preserving GA in terms of solution quality and computational time. Finally, the developed heuristics can devise or update schedules and the corresponding cash flow and resource-demand profiles, helping practitioners achieve expected profits and implement project control.
最长约 10秒,即可获得该文献文件

科研通智能强力驱动
Strongly Powered by AbleSci AI
更新
PDF的下载单位、IP信息已删除 (2025-6-4)

科研通是完全免费的文献互助平台,具备全网最快的应助速度,最高的求助完成率。 对每一个文献求助,科研通都将尽心尽力,给求助人一个满意的交代。
实时播报
俊逸香岚完成签到,获得积分10
刚刚
荀之玉完成签到,获得积分10
1秒前
Louislee完成签到,获得积分10
1秒前
2秒前
葛航发布了新的文献求助10
3秒前
3秒前
3秒前
无花果应助xxx采纳,获得10
4秒前
BEYOND啊完成签到 ,获得积分10
4秒前
科研痛痛痛完成签到 ,获得积分10
5秒前
zhangliangfu完成签到,获得积分10
6秒前
拾出完成签到,获得积分0
7秒前
小宝完成签到 ,获得积分10
7秒前
7秒前
8秒前
9秒前
乾之三爻完成签到,获得积分20
9秒前
傲娇泥猴桃完成签到,获得积分10
9秒前
林妹妹完成签到 ,获得积分10
9秒前
10秒前
10秒前
葛航完成签到,获得积分10
13秒前
AXLL完成签到 ,获得积分10
14秒前
乾之三爻发布了新的文献求助10
14秒前
大欣发布了新的文献求助100
15秒前
16秒前
shyshy发布了新的文献求助10
16秒前
18秒前
19秒前
April完成签到,获得积分10
20秒前
24秒前
科研通AI6应助gmat50采纳,获得10
25秒前
27秒前
Islandkwaii完成签到 ,获得积分10
28秒前
宋杓发布了新的文献求助10
30秒前
31秒前
隐形曼青应助HH采纳,获得10
32秒前
橙子完成签到 ,获得积分10
32秒前
希望天下0贩的0应助cindy采纳,获得10
33秒前
大欣完成签到,获得积分10
40秒前
高分求助中
晶体学对称群—如何读懂和应用国际晶体学表 1500
Constitutional and Administrative Law 1000
Microbially Influenced Corrosion of Materials 500
Die Fliegen der Palaearktischen Region. Familie 64 g: Larvaevorinae (Tachininae). 1975 500
The Experimental Biology of Bryophytes 500
Numerical controlled progressive forming as dieless forming 400
Rural Geographies People, Place and the Countryside 400
热门求助领域 (近24小时)
化学 材料科学 医学 生物 工程类 有机化学 生物化学 物理 纳米技术 计算机科学 内科学 化学工程 复合材料 物理化学 基因 遗传学 催化作用 冶金 量子力学 光电子学
热门帖子
关注 科研通微信公众号,转发送积分 5383486
求助须知:如何正确求助?哪些是违规求助? 4506445
关于积分的说明 14024673
捐赠科研通 4416201
什么是DOI,文献DOI怎么找? 2425926
邀请新用户注册赠送积分活动 1418602
关于科研通互助平台的介绍 1396917