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      <Title language="en">Evaluation of surrogate validation approaches accepted in German health technology assessment</Title>
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          <Lastname>Buch</Lastname>
          <LastnameHeading>Buch</LastnameHeading>
          <Firstname>Gregor</Firstname>
          <Initials>G</Initials>
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          <Affiliation>Boehringer Ingelheim Pharma GmbH &#38; Co. KG, Ingelheim, Germany</Affiliation>
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          <Lastname>Sch&#246;nstein</Lastname>
          <LastnameHeading>Sch&#246;nstein</LastnameHeading>
          <Firstname>Anton</Firstname>
          <Initials>A</Initials>
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        <Address>
          <Affiliation>Boehringer Ingelheim Pharma GmbH &#38; Co. KG, Ingelheim, Germany</Affiliation>
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          <Corporatename>German Medical Science GMS Publishing House</Corporatename>
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        <Address>D&#252;sseldorf</Address>
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    <SubjectGroup>
      <SubjectheadingDDB>610</SubjectheadingDDB>
      <Keyword language="en">HTAR</Keyword>
      <Keyword language="en">IQWiG</Keyword>
      <Keyword language="en">surrogate threshold effect</Keyword>
      <Keyword language="en">simulation study</Keyword>
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      <DatePublished>20251103</DatePublished>
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    <Language>engl</Language>
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      <AltText language="en">This is an Open Access article distributed under the terms of the Creative Commons Attribution 4.0 License.</AltText>
      <AltText language="de">Dieser Artikel ist ein Open-Access-Artikel und steht unter den Lizenzbedingungen der Creative Commons Attribution 4.0 License (Namensnennung).</AltText>
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        <MeetingId>M0631</MeetingId>
        <MeetingSequence>035</MeetingSequence>
        <MeetingCorporation>Deutsche Gesellschaft f&#252;r Medizinische Informatik, Biometrie und Epidemiologie</MeetingCorporation>
        <MeetingName>70. Jahrestagung der Deutschen Gesellschaft f&#252;r Medizinische Informatik, Biometrie und Epidemiologie e. V. (GMDS)</MeetingName>
        <MeetingTitle></MeetingTitle>
        <MeetingSession>V: Evidence synthesis, meta-analyses and meta-science</MeetingSession>
        <MeetingCity>Jena</MeetingCity>
        <MeetingDate>
          <DateFrom>20250907</DateFrom>
          <DateTo>20250911</DateTo>
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    <ArticleNo>Abstr. 311</ArticleNo>
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      <MainHeadline>Text</MainHeadline><Pgraph><Mark1>Introduction:</Mark1> Surrogate variables are crucial in drug development, substituting endpoints that are difficult or time-consuming to collect. A frequent example is progression-free survival (PFS) as a surrogate for overall survival (OS). Among Health Technology Assessment (HTA) bodies in Europe, only the Institute for Quality and Efficiency in Health Care (IQWiG) formulates quantitative thresholds to validate a surrogate <TextLink reference="1"></TextLink>, highlighting its standards&#8217; pioneering role for EU HTA regulation (HTAR). However, previous research has been pessimistic of whether these conservative surrogate validation standards can realistically be achieved <TextLink reference="2"></TextLink>.</Pgraph><Pgraph><Mark1>Methods:</Mark1> IQWiG&#39;s rapid report on validating surrogate endpoints considers two approaches: one based on the correlation between the treatment effect on the surrogate and the treatment effect on the patient-relevant outcome, and another based on a surrogate threshold effect (STE) determined via meta-regression. A simulation study was conducted to determine the power of both approaches, varying the number of studies, sample sizes, and effect sizes for OS and PFS (event rates &#62; 70&#37;), while maintaining a high correlation (0.85) between surrogate and patient-relevant outcomes. Unlike previous studies <TextLink reference="2"></TextLink>, the power for the STE approach was determined by calculating prediction intervals using the Knapp-Hartung model with ad hoc variance correction. In addition, the power was assessed for a 95&#37; and an 80&#37; prediction interval, which are required for a proof or a hint according to IQWiG&#39;s rapid report.</Pgraph><Pgraph><Mark1>Results:</Mark1> In all simulated scenarios, the STE approach had higher power compared to the correlation approach. In scenarios reflecting early risk assessment with five studies, achieving 80&#37; power for a proof to validate via the STE concept was unattainable even when studies included N&#61;1000 patients and both HRs (treatment effect on the surrogate and the treatment effect on the patient-relevant outcome) were 0.7. The corresponding power in this situation was approximately 40&#37; with ad hoc variance correction and around 60&#37; without it. Only when the HRs were 0.5 could a power exceeding 80&#37; be observed, given five studies each with a sample size of N&#61;1000. To obtain 80&#37; power for a hint for the validation of a surrogate with five studies, both HRs needed to be 0.5, and each study had to have a sample size of N&#61;500. If both HRs were 0.7, ten studies with a sample size of N&#61;1000 were necessary to achieve 80&#37; power. Without ad hoc variance correction, five studies of same size just reached 80&#37; power.</Pgraph><Pgraph><Mark1>Discussion:</Mark1> IQWiG&#8217;s standards for validating surrogates are conservative. In situations with up to five studies low power makes validation unrealistic. However, scenarios with up to five studies are typical for early benefit-risk assessments, raising the question whether less conservative approaches would be helpful. Possible alternatives have already been suggested in the literature, e.g. the STE approach could use the point estimate instead of the lower prediction interval. As IQWiG provides the only quantitative thresholds for a surrogate validation among HTA bodies in Europe, an adaptation of their guideline could have a substantial influence on the new HTAR.</Pgraph><Pgraph>Gregor Buch and Anton Sch&#246;nstein are employees at Boehringer Ingelheim.</Pgraph><Pgraph>The authors declare that an ethics committee vote is not required.</Pgraph></TextBlock>
    <References linked="yes">
      <Reference refNo="1">
        <RefAuthor>Grigore B</RefAuthor>
        <RefAuthor>Ciani O</RefAuthor>
        <RefAuthor>Dams F</RefAuthor>
        <RefAuthor>Federici C</RefAuthor>
        <RefAuthor>de Groot S</RefAuthor>
        <RefAuthor>M&#246;llenkamp M</RefAuthor>
        <RefAuthor>Rabbe S</RefAuthor>
        <RefAuthor></RefAuthor>
        <RefTitle>Surrogate Endpoints in Health Technology Assessment: An International Review of Methodological Guidelines</RefTitle>
        <RefYear>2020</RefYear>
        <RefJournal>Pharmacoeconomics</RefJournal>
        <RefPage>1055-1070</RefPage>
        <RefTotal>Grigore B, Ciani O, Dams F, Federici C, de Groot S, M&#246;llenkamp M, Rabbe S, et al. Surrogate Endpoints in Health Technology Assessment: An International Review of Methodological Guidelines. Pharmacoeconomics. 2020 Oct;38(10):1055-1070. DOI: 10.1007&#47;s40273-020-00935-1</RefTotal>
        <RefLink>https:&#47;&#47;doi.org&#47;10.1007&#47;s40273-020-00935-1</RefLink>
      </Reference>
      <Reference refNo="2">
        <RefAuthor>Gillhaus J</RefAuthor>
        <RefAuthor>Goertz R</RefAuthor>
        <RefAuthor>Jeratsch U</RefAuthor>
        <RefAuthor>Leverkurs F</RefAuthor>
        <RefTitle>Surrogatvalidierung durch Korrelation und Surrogate Threshold Effect &#8211; Ergebnisse von Simulationsstudien</RefTitle>
        <RefYear>2017</RefYear>
        <RefJournal>GMS Med Inform Biom Epidemiol</RefJournal>
        <RefPage>Doc01</RefPage>
        <RefTotal>Gillhaus J, Goertz R, Jeratsch U, Leverkurs F. Surrogatvalidierung durch Korrelation und Surrogate Threshold Effect &#8211; Ergebnisse von Simulationsstudien. GMS Med Inform Biom Epidemiol. 2017;13(1):Doc01. DOI: 10.3205&#47;mibe000168</RefTotal>
        <RefLink>http:&#47;&#47;dx.doi.org&#47;10.3205&#47;mibe000168</RefLink>
      </Reference>
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