Mixed Optimal Scheduling Model of Flexible Service System Based on Inverted Triangle

In the study presented in this paper, we built a nonlinear binary integer programming model of a flexible scheduling problem for the Department of Zhejiang Provincial Local Tax Services. One difference between our model and typical ones is that whereas in the latter the number of open windows within...

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Main Authors: Shipei Hu, Yujun Sun
Format: Article
Language:English
Published: Wiley 2019-01-01
Series:Journal of Applied Mathematics
Online Access:http://dx.doi.org/10.1155/2019/2674697
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author Shipei Hu
Yujun Sun
author_facet Shipei Hu
Yujun Sun
author_sort Shipei Hu
collection DOAJ
description In the study presented in this paper, we built a nonlinear binary integer programming model of a flexible scheduling problem for the Department of Zhejiang Provincial Local Tax Services. One difference between our model and typical ones is that whereas in the latter the number of open windows within each working day is fixed, in our model it is not. We used a variety of integer programming software in an attempt to solve our scheduling model; however, unfortunately we could not find an optimal solution. Thus, we tested all the combinations of different numbers of employees to construct the optimal solution. When we tested our model in the tax office of Lishui City, China, the average waiting time of taxpayers was less than 15 min and the employees working hours were clearly reduced. Thus, a noteworthy improvement in the quality of the service is achieved by the model.
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institution Kabale University
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publisher Wiley
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spelling doaj-art-130838e113a444bbbc3501ff7af78e4b2025-02-03T01:10:20ZengWileyJournal of Applied Mathematics1110-757X1687-00422019-01-01201910.1155/2019/26746972674697Mixed Optimal Scheduling Model of Flexible Service System Based on Inverted TriangleShipei Hu0Yujun Sun1Jiyang College, Zhejiang A and F University, 77 Puyang Rd., Zhuji 311800, Zhejiang, ChinaSchool of Economics and Management, Beijing Forestry University, 35 Qinghua East Rd., Haidian District, Beijing 100083, ChinaIn the study presented in this paper, we built a nonlinear binary integer programming model of a flexible scheduling problem for the Department of Zhejiang Provincial Local Tax Services. One difference between our model and typical ones is that whereas in the latter the number of open windows within each working day is fixed, in our model it is not. We used a variety of integer programming software in an attempt to solve our scheduling model; however, unfortunately we could not find an optimal solution. Thus, we tested all the combinations of different numbers of employees to construct the optimal solution. When we tested our model in the tax office of Lishui City, China, the average waiting time of taxpayers was less than 15 min and the employees working hours were clearly reduced. Thus, a noteworthy improvement in the quality of the service is achieved by the model.http://dx.doi.org/10.1155/2019/2674697
spellingShingle Shipei Hu
Yujun Sun
Mixed Optimal Scheduling Model of Flexible Service System Based on Inverted Triangle
Journal of Applied Mathematics
title Mixed Optimal Scheduling Model of Flexible Service System Based on Inverted Triangle
title_full Mixed Optimal Scheduling Model of Flexible Service System Based on Inverted Triangle
title_fullStr Mixed Optimal Scheduling Model of Flexible Service System Based on Inverted Triangle
title_full_unstemmed Mixed Optimal Scheduling Model of Flexible Service System Based on Inverted Triangle
title_short Mixed Optimal Scheduling Model of Flexible Service System Based on Inverted Triangle
title_sort mixed optimal scheduling model of flexible service system based on inverted triangle
url http://dx.doi.org/10.1155/2019/2674697
work_keys_str_mv AT shipeihu mixedoptimalschedulingmodelofflexibleservicesystembasedoninvertedtriangle
AT yujunsun mixedoptimalschedulingmodelofflexibleservicesystembasedoninvertedtriangle