The application of CRITIC-TOPSIS method to solve the Material Handling Equipment (MHE) selection problem / Nurul lzza Sabtu ... [et al.]

Material handling equipment (MHE) is an essential component of any industry that requires materials to be stored or transported between places. Selecting the best MHE is a crucial aspect of every industry due to the large amount of capital involved in the process. This process mainly concentrated on...

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Main Authors: Sabtu, Nurul lzza, Yazid, Nurul Anis, Azmiral, Nur Umairah Syahirah, Mahad, Nor Paradilah
Format: Monograph
Language:English
Published: UiTM Cawangan Negeri Sembilan Kampus Seremban 2022
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Online Access:https://ir.uitm.edu.my/id/eprint/68834/1/68834.pdf
https://ir.uitm.edu.my/id/eprint/68834/
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Institution: Universiti Teknologi Mara
Language: English
id my.uitm.ir.68834
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spelling my.uitm.ir.688342022-11-02T07:04:45Z https://ir.uitm.edu.my/id/eprint/68834/ The application of CRITIC-TOPSIS method to solve the Material Handling Equipment (MHE) selection problem / Nurul lzza Sabtu ... [et al.] Sabtu, Nurul lzza Yazid, Nurul Anis Azmiral, Nur Umairah Syahirah Mahad, Nor Paradilah AP Periodicals PN Literature (General) Mathematical statistics. Probabilities Material handling equipment (MHE) is an essential component of any industry that requires materials to be stored or transported between places. Selecting the best MHE is a crucial aspect of every industry due to the large amount of capital involved in the process. This process mainly concentrated on selecting the best MHE while considering the multiple criteria that are often in conflict. This paper aims to propose the hybridization of Criteria Importance through Inter- Criteria Correlation (CRITIC) method and Technique for Order Preference by Similarity to Ideal Solution (TOPSIS) method known as CRITIC-TOPSIS method to solve the MHE selection problem. The TOPSIS method has a limitation since it does not account for the weights of the criteria (Tornyeviadzi et al., 2021). Thus, to overcome the shortcoming of this method, the CRITIC method is used to compute the weight of the criteria of MHE selection. Meanwhile, the TOPSIS method is used to find the best optimal solution for a problem while focusing on some notable uniqueness of it (Panda & Jagadev, 2018). UiTM Cawangan Negeri Sembilan Kampus Seremban 2022-05 Monograph NonPeerReviewed text en https://ir.uitm.edu.my/id/eprint/68834/1/68834.pdf The application of CRITIC-TOPSIS method to solve the Material Handling Equipment (MHE) selection problem / Nurul lzza Sabtu ... [et al.]. (2022) Bulletin. UiTM Cawangan Negeri Sembilan Kampus Seremban.
institution Universiti Teknologi Mara
building Tun Abdul Razak Library
collection Institutional Repository
continent Asia
country Malaysia
content_provider Universiti Teknologi Mara
content_source UiTM Institutional Repository
url_provider http://ir.uitm.edu.my/
language English
topic AP Periodicals
PN Literature (General)
Mathematical statistics. Probabilities
spellingShingle AP Periodicals
PN Literature (General)
Mathematical statistics. Probabilities
Sabtu, Nurul lzza
Yazid, Nurul Anis
Azmiral, Nur Umairah Syahirah
Mahad, Nor Paradilah
The application of CRITIC-TOPSIS method to solve the Material Handling Equipment (MHE) selection problem / Nurul lzza Sabtu ... [et al.]
description Material handling equipment (MHE) is an essential component of any industry that requires materials to be stored or transported between places. Selecting the best MHE is a crucial aspect of every industry due to the large amount of capital involved in the process. This process mainly concentrated on selecting the best MHE while considering the multiple criteria that are often in conflict. This paper aims to propose the hybridization of Criteria Importance through Inter- Criteria Correlation (CRITIC) method and Technique for Order Preference by Similarity to Ideal Solution (TOPSIS) method known as CRITIC-TOPSIS method to solve the MHE selection problem. The TOPSIS method has a limitation since it does not account for the weights of the criteria (Tornyeviadzi et al., 2021). Thus, to overcome the shortcoming of this method, the CRITIC method is used to compute the weight of the criteria of MHE selection. Meanwhile, the TOPSIS method is used to find the best optimal solution for a problem while focusing on some notable uniqueness of it (Panda & Jagadev, 2018).
format Monograph
author Sabtu, Nurul lzza
Yazid, Nurul Anis
Azmiral, Nur Umairah Syahirah
Mahad, Nor Paradilah
author_facet Sabtu, Nurul lzza
Yazid, Nurul Anis
Azmiral, Nur Umairah Syahirah
Mahad, Nor Paradilah
author_sort Sabtu, Nurul lzza
title The application of CRITIC-TOPSIS method to solve the Material Handling Equipment (MHE) selection problem / Nurul lzza Sabtu ... [et al.]
title_short The application of CRITIC-TOPSIS method to solve the Material Handling Equipment (MHE) selection problem / Nurul lzza Sabtu ... [et al.]
title_full The application of CRITIC-TOPSIS method to solve the Material Handling Equipment (MHE) selection problem / Nurul lzza Sabtu ... [et al.]
title_fullStr The application of CRITIC-TOPSIS method to solve the Material Handling Equipment (MHE) selection problem / Nurul lzza Sabtu ... [et al.]
title_full_unstemmed The application of CRITIC-TOPSIS method to solve the Material Handling Equipment (MHE) selection problem / Nurul lzza Sabtu ... [et al.]
title_sort application of critic-topsis method to solve the material handling equipment (mhe) selection problem / nurul lzza sabtu ... [et al.]
publisher UiTM Cawangan Negeri Sembilan Kampus Seremban
publishDate 2022
url https://ir.uitm.edu.my/id/eprint/68834/1/68834.pdf
https://ir.uitm.edu.my/id/eprint/68834/
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