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    <depositor>
      <depositor_name>hyperscienceij@gmail.com</depositor_name>
      <email_address>hyperscienceij@gmail.com</email_address>
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    <registrant>Hyperjournal</registrant>
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      <journal_metadata>
        <full_title>Hyperscience International Journal</full_title>
        <abbrev_title>hij</abbrev_title>
        <issn media_type="electronic">2821-3300</issn>
      </journal_metadata>
      <journal_issue>
        <publication_date media_type="online">
          <month>12</month>
          <day>01</day>
          <year>2021</year>
        </publication_date>
        <journal_volume>
          <volume>1</volume>
        </journal_volume>
        <issue>1</issue>
      </journal_issue>
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        <titles>
          <title>of Vaidya’s Metric for A Radiating Star to Rotating Star</title>
          <subtitle>Astrophysics</subtitle>
        </titles>
        <contributors>
          <person_name contributor_role="author" sequence="first" language="en">
            <given_name>J.J</given_name>
            <surname>Rawal</surname>
          </person_name>
          <person_name contributor_role="author" sequence="additional" language="en">
            <given_name>Bijan</given_name>
            <surname>Nikouravan *</surname>
          </person_name>
        </contributors>
        <jats:abstract xmlns:jats="http://www.ncbi.nlm.nih.gov/JATS1">
          <jats:p>Schwarzschild's external solution of Einstein’s gravitational field equations in the general theory of relativity for a static star has been generalized by Vaidya [1], taking into account the radiation of the star. Here, we generalize Vaidya’s metric to a star that is rotating and radiating. Although, there is a famous Kerr solution [2] for a rotating star, but here is a simple solution for a rotating star which may be termed as a zero approximate version of the Kerr solution. Results are discussed.</jats:p>
        </jats:abstract>
        <publication_date media_type="online">
          <month>11</month>
          <day>30</day>
          <year>2021</year>
        </publication_date>
        <pages>
          <first_page>1</first_page>
          <last_page>7</last_page>
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          <doi>10.55672/hij2021pp,1-7</doi>
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