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         <JournalID>13130</JournalID>
         <JournalDOI>10.1007/13130.1029-8479</JournalDOI>
         <JournalElectronicISSN>1029-8479</JournalElectronicISSN>
         <JournalSPIN>32745009</JournalSPIN>
         <JournalTitle>Journal of High Energy Physics</JournalTitle>
         <JournalAbbreviatedTitle>J. High Energ. Phys.</JournalAbbreviatedTitle>
         <JournalSubjectGroup>
            <JournalSubject Code="SCP" Type="Primary">Physics</JournalSubject>
            <JournalSubject Code="SCP23029" Priority="1" Type="Secondary">Elementary Particles, Quantum Field Theory</JournalSubject>
            <JournalSubject Code="SCP19048" Priority="2" Type="Secondary">Quantum Field Theories, String Theory</JournalSubject>
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            <VolumeIDStart>2026</VolumeIDStart>
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                  <OnlineDate>
                     <Year>2026</Year>
                     <Month>6</Month>
                     <Day>10</Day>
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                  <CoverDate>
                     <Year>2026</Year>
                     <Month>5</Month>
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                  <CopyrightHolderName>SISSA, Trieste, Italy</CopyrightHolderName>
                  <CopyrightYear>2021</CopyrightYear>
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            <Article ID="JHEP05(2026)140">
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                  <ArticleID>28926</ArticleID>
                  <ArticleExternalID Type="arXiv">2506.18991</ArticleExternalID>
                  <ArticleDOI>10.1007/JHEP05(2026)140</ArticleDOI>
                  <ArticleCitationID>140</ArticleCitationID>
                  <ArticleSequenceNumber>140</ArticleSequenceNumber>
                  <ArticleTitle Language="En" OutputMedium="All">Tails from the bulk: gravitational decay in AdS<Subscript>
                        <Emphasis Type="Bold">5</Emphasis>
                     </Subscript>
                  </ArticleTitle>
                  <ArticleCategory>Regular Article - Theoretical Physics</ArticleCategory>
                  <ArticleFirstPage>1</ArticleFirstPage>
                  <ArticleLastPage>34</ArticleLastPage>
                  <ArticleHistory>
                     <RegistrationDate>
                        <Year>2026</Year>
                        <Month>5</Month>
                        <Day>13</Day>
                     </RegistrationDate>
                     <Received>
                        <Year>2026</Year>
                        <Month>1</Month>
                        <Day>8</Day>
                     </Received>
                     <Accepted>
                        <Year>2026</Year>
                        <Month>3</Month>
                        <Day>16</Day>
                     </Accepted>
                     <OnlineDate>
                        <Year>2026</Year>
                        <Month>5</Month>
                        <Day>13</Day>
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                     <VersionOfRecordDate>
                        <Year>2026</Year>
                        <Month>5</Month>
                        <Day>13</Day>
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                        <FunderName>Science and Technology Facilities Council</FunderName>
                        <GrantNumber GrantRecipient="Au1" Type="FundRef">ST/W507350/1</GrantNumber>
                     </Fund>
                     <Fund>
                        <FunderName>Science and Technology Facilities Council</FunderName>
                        <GrantNumber GrantRecipient="Au1" Type="FundRef">ST/X000664/1</GrantNumber>
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                     <CopyrightHolderName>The Author(s)</CopyrightHolderName>
                     <CopyrightYear>2026</CopyrightYear>
                     <License SubType="CC BY" Type="OpenAccess" Version="4.0">
                        <SimplePara>
                           <Emphasis Type="Bold">Open Access</Emphasis>. This article is distributed under the terms of the Creative Commons Attribution License (<ExternalRef>
                              <RefSource>CC-BY 4.0</RefSource>
                              <RefTarget Address="http://creativecommons.org/licenses/by/4.0/" TargetType="URL"/>
                           </ExternalRef>), which permits any use, distribution and reproduction in any medium, provided the original author(s) and source are credited.</SimplePara>
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                     <JournalID>13130</JournalID>
                     <VolumeIDStart>2026</VolumeIDStart>
                     <VolumeIDEnd>2026</VolumeIDEnd>
                     <IssueIDStart>5</IssueIDStart>
                     <IssueIDEnd>5</IssueIDEnd>
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                     <Author AffiliationIDS="Aff1" CorrespondingAffiliationID="Aff1" ID="Au1" ORCID="http://orcid.org/0000-0003-1673-2970">
                        <AuthorName DisplayOrder="Western">
                           <GivenName>John</GivenName>
                           <GivenName>R.</GivenName>
                           <GivenName>V.</GivenName>
                           <FamilyName>Crump</FamilyName>
                        </AuthorName>
                        <Contact>
                           <Email>jrvc2@cam.ac.uk</Email>
                        </Contact>
                     </Author>
                     <Author AffiliationIDS="Aff1" ID="Au2" ORCID="http://orcid.org/0000-0002-4199-4190">
                        <AuthorName DisplayOrder="Western">
                           <GivenName>Jorge</GivenName>
                           <GivenName>E.</GivenName>
                           <FamilyName>Santos</FamilyName>
                        </AuthorName>
                        <Contact>
                           <Email>jss55@cam.ac.uk</Email>
                        </Contact>
                     </Author>
                     <Affiliation ID="Aff1">
                        <OrgID Level="Institution" Type="ROR">https://ror.org/013meh722</OrgID>
                        <OrgID Level="Institution" Type="GRID">grid.5335.0</OrgID>
                        <OrgID Level="Institution" Type="ISNI">0000 0001 2188 5934</OrgID>
                        <OrgDivision>Department of Applied Mathematics and Theoretical Physics</OrgDivision>
                        <OrgName>University of Cambridge</OrgName>
                        <OrgAddress>
                           <Street>Wilberforce Road</Street>
                           <City>Cambridge</City>
                           <Postcode>CB3 0WA</Postcode>
                           <Country Code="GB">U.K.</Country>
                        </OrgAddress>
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                  <Abstract ID="Abs1" Language="En" OutputMedium="All">
                     <Heading>A<Emphasis Type="SmallCaps">bstract</Emphasis>
                     </Heading>
                     <Para ID="Par1">We study gravitational perturbations of Schwarzschild-AdS black holes in <Emphasis Type="Italic">d</Emphasis> = 5 and identify a regime of late-time power-law decay for smooth initial data. Based on an analysis of the quasinormal mode spectrum, we predict and characterise this decay behaviour. We perform fully nonlinear numerical evolutions with long integration times that support the prediction and exhibit no signs of instability. Remarkably, the decay is modulated by a universal oscillatory pattern, consistent with subleading corrections from a large-angular-momentum (eikonal) analysis of the quasinormal mode spectrum.</Para>
                  </Abstract>
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                     <Heading>K<Emphasis Type="SmallCaps">eywords</Emphasis>
                     </Heading>
                     <Keyword>Black Holes</Keyword>
                     <Keyword>AdS-CFT Correspondence</Keyword>
                     <Keyword>Gauge-Gravity Correspondence</Keyword>
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                     <SimplePara>A<Emphasis Type="SmallCaps">r</Emphasis>X<Emphasis Type="SmallCaps">iv e</Emphasis>P<Emphasis Type="SmallCaps">rint</Emphasis>: <ExternalRef>
                           <RefSource>2506.18991</RefSource>
                           <RefTarget Address="https://doi.org/10.48550/arXiv.2506.18991" TargetType="URL"/>
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