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<!DOCTYPE html> <html lang="en-US" xml:lang="en-US"> <head> <meta charset="utf-8"> <meta name="viewport" content="width=device-width, initial-scale=1.0"> <title> Determinants of the Merger Performance of BUMN Sharia Banks | International Journal of Emerging Issues in Islamic Studies </title> <link rel="icon" href="https://journals.researchsynergypress.com/public/journals/16/favicon_en_US.png"> <meta name="generator" content="Open Journal Systems 3.2.1.4"> <link rel="schema.DC" href="http://purl.org/dc/elements/1.1/" /> <meta name="DC.Creator.PersonalName" content="Ayi Wahid"/> <meta name="DC.Date.created" scheme="ISO8601" content="2021-07-30"/> <meta name="DC.Date.dateSubmitted" scheme="ISO8601" content="2021-06-24"/> <meta name="DC.Date.issued" scheme="ISO8601" content="2021-07-30"/> <meta name="DC.Date.modified" scheme="ISO8601" content="2022-03-02"/> <meta name="DC.Description" xml:lang="en" content="Background - The phenomenon of the merger of state-owned Islamic banks (BUMN) was predicted to provide increased financing and operational efficiency which has implications for an increase in the level of operating income and profitability. Purpose – The purpose of the research was to examine and analyze the effect of the level of financing to deposit ratio and the level of efficiency of operating income on profitability as measured by return on assets, either directly or indirectly through the net operating margin. Design/methodology/approach – The research method used was quantitative method with a sample size of 60 which was sourced from quarterly reports at the Financial Services Authority (OJK) which was a combination of cross-sectional data from three state-owned Islamic bank companies (Bank Mandiri Syariah, BNI Syariah, and BRI Syariah. ) during the 2015-2019 period. Data analysis in this research used a panel data regression model with the EViews data processing application program Findings – The results showed that by using a significance level of 5%, financing to deposit ratio and operating costs operating income had an effect but not significantly on the net operating margin. Financing to deposit ratio and operating costs operating income directly have a significant effect on return on assets. However, indirectly through the net operating margin, it can be seen that the financing to deposit ratio has an effect but had not significant on return on assets, on the other hand, operating expenses have a negative and significant effect on return on assets. Other findings from this research indicate that the net operating margin variable has not a mediating variable on the effect of financing to deposit ratio on return on assets, on the other hand, the net operating margin variable had a mediating variable on the effect of operating expenses on operating income on return on assets.. Research limitations– The research only includes two independent variables, this is more due to the cross sectional data used is limited to three state-owned Islamic bank companies with panel data regression models. It is recommended for further research to include other independent variables with a multivariable regression model so that it can provide results on improving the performance of Islamic banks after the merger. Originality/value – The results of statistical testing show that the financing to deposit ratio and operating costs operating income have an effect on but not significant to the net operating margin in the merger of BUMN Islamic banks."/> <meta name="DC.Format" scheme="IMT" content="application/pdf"/> <meta name="DC.Identifier" content="574"/> <meta name="DC.Identifier.pageNumber" content="11-26"/> <meta name="DC.Identifier.DOI" content="10.31098/ijeiis.v1i1.574"/> <meta name="DC.Identifier.URI" content="https://journals.researchsynergypress.com/index.php/ijeiis/article/view/574"/> <meta name="DC.Language" scheme="ISO639-1" content="en"/> <meta name="DC.Rights" content="Copyright (c) 2021 Ayi Wahid "/> <meta name="DC.Rights" content="https://creativecommons.org/licenses/by-nc/4.0"/> <meta name="DC.Source" content="International Journal of Emerging Issues in Islamic Studies"/> <meta name="DC.Source.ISSN" content="2807-2049"/> <meta name="DC.Source.Issue" content="1"/> <meta 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</a> <span class="separator">/</span> </li> <li class="current" aria-current="page"> <span aria-current="page"> Research Articles </span> </li> </ol> </nav> <article class="obj_article_details"> <h1 class="page_title"> Determinants of the Merger Performance of BUMN Sharia Banks </h1> <div class="row"> <div class="main_entry"> <section class="item authors"> <h2 class="pkp_screen_reader">Authors</h2> <ul class="authors"> <li> <span class="name"> Ayi Wahid </span> <span class="affiliation"> Institut Teknologi Dan Bisnis Bank Rakyat Indonesia, Indonesia </span> </li> </ul> </section> <section class="item doi"> <h2 class="label"> <i class="fa fa-external-link-square" style="margin: 0 0.25rem 0 0" aria-hidden="true"></i> DOI: </h2> <span class="value"> <a href="https://doi.org/10.31098/ijeiis.v1i1.574"> https://doi.org/10.31098/ijeiis.v1i1.574 </a> </span> </section> <section class="item keywords"> <h2 class="label"> Keywords: </h2> <span class="value"> Keywords: Financing Deposit Ratio, Operational Cost Of Operating Income, Net Operating Margin, Return on Asset </span> </section> <section class="item abstract"> <h2 class="label">Abstract</h2> <p><strong>Background - </strong>The phenomenon of the merger of state-owned Islamic banks (BUMN) was predicted to provide increased financing and operational efficiency which has implications for an increase in the level of operating income and profitability.</p> <p><strong>Purpose</strong> – The purpose of the research was to examine and analyze the effect of the level of financing to deposit ratio and the level of efficiency of operating income on profitability as measured by return on assets, either directly or indirectly through the net operating margin.</p> <p><strong>Design/methodology/approach</strong> – The research method used was quantitative method with a sample size of 60 which was sourced from quarterly reports at the Financial Services Authority (OJK) which was a combination of cross-sectional data from three state-owned Islamic bank companies (Bank Mandiri Syariah, BNI Syariah, and BRI Syariah. ) during the 2015-2019 period. Data analysis in this research used a panel data regression model with the EViews data processing application program</p> <p><strong>Findings</strong> – The results showed that by using a significance level of 5%, financing to deposit ratio and operating costs operating income had an effect but not significantly on the net operating margin. Financing to deposit ratio and operating costs operating income directly have a significant effect on return on assets. However, indirectly through the net operating margin, it can be seen that the financing to deposit ratio has an effect but had not significant on return on assets, on the other hand, operating expenses have a negative and significant effect on return on assets. Other findings from this research indicate that the net operating margin variable has not a mediating variable on the effect of financing to deposit ratio on return on assets, on the other hand, the net operating margin variable had a mediating variable on the effect of operating expenses on operating income on return on assets..</p> <p><strong>Research limitations</strong>– The research only includes two independent variables, this is more due to the cross sectional data used is limited to three state-owned Islamic bank companies with panel data regression models. It is recommended for further research to include other independent variables with a multivariable regression model so that it can provide results on improving the performance of Islamic banks after the merger.</p> <p><strong>Originality/value</strong> – The results of statistical testing show that the financing to deposit ratio and operating costs operating income have an effect on but not significant to the net operating margin in the merger of BUMN Islamic banks.</p> </section>  <a href="https://plu.mx/plum/a/?doi=10.31098/ijeiis.v1i1.574" class="plumx-details" data-hide-when-empty="false" ></a>  </div> <div class="entry_details"> <div class="item galleys"> <h2 class="pkp_screen_reader"> Downloads </h2> <ul class="value galleys_links"> <li> <a title="Download PDF Full Text" class="obj_galley_link pdf" href="https://journals.researchsynergypress.com/index.php/ijeiis/article/view/574/363"> PDF </a> </li> </ul> </div> <div class="item published"> <h2 class="label"> Article Metrics </h2> <ul class="value galleys_links"> <li> <span class="fa fa-download"></span> 45 times </li> <li> <span class="fa fa-eye"></span> 117 times </li> </ul> </div> <div class="item published"> <section class="sub_item"> <h2 class="label"> <i class="fa fa-calendar"></i> Published </h2> <div class="value"> <span>July 30, 2021</span> </div> </section> </div>  <div class="item issue"> <section class="sub_item"> <h2 class="label"> <i class="fa fa-quote-left" aria-hidden="true"></i> Citation Check </h2> <span class="__dimensions_badge_embed__" data-doi="10.31098/ijeiis.v1i1.574"data-legend="medium_circle"></span> <script async src="https://badge.dimensions.ai/badge.js" charset="utf-8"></script> </section> </div>  <div class="item citation"> <section class="sub_item citation_display"> <h2 class="label"> How to Cite </h2> <div class="value"> <div id="citationOutput" role="region" aria-live="polite"> <div class="csl-bib-body"> <div class="csl-entry">Wahid, A. . 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" width="130" height="100"></a></li> </ul> </div> </div> <div class="pkp_block block_make_submission"> <h2 class="pkp_screen_reader"> Make a Submission </h2> <div class="content"> <a class="block_make_submission_link" href="https://journals.researchsynergypress.com/index.php/ijeiis/about/submissions"> Make a Submission </a> </div> </div> <div class="pkp_block block_custom" id="customblock-quickmenu"> <div class="content"> <div class="content"> <div id="leftmenu"> <p> </p> <p style="padding: 0.5em; border-bottom: 1px solid #aaa; background: #175976; color: white;"><span style="color: white;"><strong>PEOPLE</strong></span></p> <p style="padding: 0.5em; border-bottom: 1px solid #aaa; background: #eee; color: white;"><strong><a href="https://journals.researchsynergypress.com/index.php/ijeiis/editorialboard"><span style="color: #222;">Editorial Board</span></a></strong></p> <p style="padding: 0.5em; border-bottom: 1px solid #aaa; background: #eee; color: white;"><a 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href="https://info.flagcounter.com/gBRP"><img style="display: block; margin-left: auto; margin-right: auto;" src="https://s11.flagcounter.com/count2/gBRP/bg_FFFFFF/txt_000000/border_CCCCCC/columns_2/maxflags_10/viewers_0/labels_0/pageviews_0/flags_0/percent_0/" alt="Flag Counter" border="0"></a></p> </div> </div> <div class="pkp_block block_custom" id="customblock-metrics"> <div class="content"> <table style="width: 100%; border-radius: 10px; height: 20px;" cellspacing="3"> <tbody> <tr> <td> </td> </tr> </tbody> </table> <table style="width: 100%;"> <tbody> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;"><span style="font-size: small;">Acceptance Rate :</span></td> <td style="width: 25%; text-align: center; height: 15px;"><strong>56%</strong></td> </tr> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;"><span style="font-size: small;">Review Speed :</span></td> <td style="width: 25%; text-align: center; height: 15px;"><a href="https://journals.researchsynergypress.com/index.php/ijeiis/peerreviewprocess"><strong>10 weeks</strong></a></td> </tr> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;"><span style="font-size: small;">Issue Per Year :</span></td> <td style="width: 25%; text-align: center; height: 15px;"><strong>2</strong></td> </tr> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;"><span style="font-size: small;">Number of Volumes :</span></td> <td style="width: 25%; text-align: center; height: 15px;"><strong><span style="font-size: small;">4</span></strong></td> </tr> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;"><span style="font-size: small;">Number of Issues :</span></td> <td style="width: 25%; text-align: center; height: 15px;"><strong>7</strong></td> </tr> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;"><span style="font-size: small;">Number of Articles :</span></td> <td style="width: 25%; text-align: center; height: 15px;"><strong>46</strong></td> </tr> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;"><span style="font-size: small;">Number of Reviewers :</span></td> <td style="width: 25%; text-align: center; height: 15px;"><strong>15</strong></td> </tr> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;"><span style="font-size: small;">Number of Contributors :</span></td> <td style="width: 25%; text-align: center; height: 15px;"><strong>115</strong></td> </tr> <tr style="height: 15.525px;"> <td style="width: 75%; height: 15.525px;"><span style="font-size: small;">Contributing Countries :</span></td> <td style="width: 25%; text-align: center; height: 15.525px;"><strong>7</strong></td> </tr> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;">No. of Scopus Citations :</td> <td style="width: 25%; text-align: center; height: 15px;"><a href="https://journals.researchsynergypress.com/index.php/ijeiis/Scopus"><strong>6</strong></a></td> </tr> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;">No. of WoS Citations :</td> <td style="width: 25%; text-align: center; height: 15px;"><strong>0</strong></td> </tr> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;">No. of Google Citations : </td> <td style="width: 25%; text-align: center; height: 15px;"><a href="https://scholar.google.co.id/citations?user=aDwvJvUAAAAJ&hl=id&authuser=5&citsig=AMD79oqp3zPW7PCy24wHT3NmZvUvp_4eWw"><strong>79</strong></a></td> </tr> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;"><a href="https://scholar.google.co.id/citations?hl=id&authuser=8&pli=1&user=aDwvJvUAAAAJ"><span style="font-size: small;">Google h-index :</span></a></td> <td style="width: 25%; text-align: center; height: 15px;"><a href="https://scholar.google.co.id/citations?user=aDwvJvUAAAAJ&hl=id&authuser=5&citsig=AMD79oqp3zPW7PCy24wHT3NmZvUvp_4eWw"><strong>4</strong></a></td> </tr> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;"><span style="font-size: small;">Google i10-index :</span></td> <td style="width: 25%; text-align: center; height: 15px;"><a href="https://scholar.google.co.id/citations?user=aDwvJvUAAAAJ&hl=id&authuser=5&citsig=AMD79oqp3zPW7PCy24wHT3NmZvUvp_4eWw"><strong>3</strong></a></td> </tr> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;"><span style="font-size: small;">ICV :</span></td> <td style="width: 25%; text-align: center; height: 15px;"><a href="https://journals.indexcopernicus.com/search/details?id=125104"><strong>74.57</strong></a></td> </tr> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;"><span style="font-size: small;">Abstract Views :</span></td> <td style="width: 25%; text-align: center; height: 15px;"><strong>0</strong></td> </tr> <tr style="height: 15px;"> <td style="width: 75%; height: 15px;"><span style="font-size: small;">PDF Download :</span></td> <td style="width: 25%; text-align: center; height: 15px;"><strong>0</strong></td> </tr> </tbody> 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