<?xml version="1.0" encoding="UTF-8"?>
<article_metadata generated_at="2026-09-25T09:11:22+00:00">
  <journal>
    <title>Journal of Business and Retail Management Research</title>
    <acronym>JBRMR</acronym>
    <issn_print></issn_print>
    <issn_online>2056-6271</issn_online>
    <doi_prefix>https://doi.org/10.24052/JBRMR/</doi_prefix>
  </journal>
  <article>
    <id>32</id>
    <title>Optimal inventory policies for Weibull deterioration under trade credit in declining market</title>
    <abstract>The aim of this study is to develop mathematical model for Weibull deterioration of items in inventory in declining market when the supplier offers his retailers a credit period to settle the accounts against the dues. The computational steps are explored for a retailer to determine the optimal purchase units which minimizes total inventory cost per time unit. The numerical examples are given to demonstrate the retailerâ€™s optimal decision. A sensitivity analysis is carried out to study the variations in the optimal solution.</abstract>
    <doi></doi>
    <url>https://jbrmr.com/details&amp;cid=32</url>
    <pdf_url>https://jbrmr.com/cdn/article_file/i-5_c-32.pdf</pdf_url>
    <volume>Volume 04</volume>
    <issue>Issue 2</issue>
    <issue_id>5</issue_id>
    <issue_published_month>2010-04-01</issue_published_month>
    <published_date>2012-02-24</published_date>
    <online_first_status>no</online_first_status>
    <online_first_date></online_first_date>
    <history>
      <received></received>
      <revised></revised>
      <accepted></accepted>
    </history>
    <keywords>
      <keyword>Weibull deterioration</keyword>
      <keyword>trade credit</keyword>
      <keyword>sensitivity analysis</keyword>
      <keyword>inventory</keyword>
    </keywords>
    <declarations>
      <funding></funding>
      <conflict_of_interest></conflict_of_interest>
      <data_availability></data_availability>
      <author_contributions></author_contributions>
    </declarations>
    <publication_notice>
      <type>none</type>
      <text></text>
    </publication_notice>
    <metrics>
      <views>581450</views>
      <downloads>47</downloads>
      <citations>0</citations>
    </metrics>
    <authors>
      <author>
        <name>Nita H. Shah</name>
        <organization>Department of Mathematics, Gujarat University, Ahmedabad</organization>
        <country></country>
      </author>
      <author>
        <name>Nidhi Raykundaliya</name>
        <organization>Department of Mathematics, Gujarat University, Ahmedabad</organization>
        <country></country>
      </author>
    </authors>
    <supplementary_materials/>
  </article>
</article_metadata>
