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         <JournalSPIN>32745009</JournalSPIN>
         <JournalTitle>Journal of High Energy Physics</JournalTitle>
         <JournalAbbreviatedTitle>J. High Energ. Phys.</JournalAbbreviatedTitle>
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            <JournalSubject Code="SCP" Type="Primary">Physics</JournalSubject>
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                     <Year>2023</Year>
                     <Month>7</Month>
                     <Day>10</Day>
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                     <Year>2023</Year>
                     <Month>2</Month>
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                  <CopyrightHolderName>SISSA, Trieste, Italy</CopyrightHolderName>
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            <Article ID="JHEP02(2023)197">
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                  <ArticleID>20290</ArticleID>
                  <ArticleExternalID Type="arXiv">2208.12128</ArticleExternalID>
                  <ArticleDOI>10.1007/JHEP02(2023)197</ArticleDOI>
                  <ArticleCitationID>197</ArticleCitationID>
                  <ArticleSequenceNumber>197</ArticleSequenceNumber>
                  <ArticleTitle Language="En">Scrambling and entangling spinning particles</ArticleTitle>
                  <ArticleCategory>Regular Article - Theoretical Physics</ArticleCategory>
                  <ArticleFirstPage>1</ArticleFirstPage>
                  <ArticleLastPage>30</ArticleLastPage>
                  <ArticleHistory>
                     <RegistrationDate>
                        <Year>2023</Year>
                        <Month>2</Month>
                        <Day>20</Day>
                     </RegistrationDate>
                     <Received>
                        <Year>2022</Year>
                        <Month>9</Month>
                        <Day>22</Day>
                     </Received>
                     <Revised>
                        <Year>2023</Year>
                        <Month>2</Month>
                        <Day>2</Day>
                     </Revised>
                     <Accepted>
                        <Year>2023</Year>
                        <Month>2</Month>
                        <Day>7</Day>
                     </Accepted>
                     <OnlineDate>
                        <Year>2023</Year>
                        <Month>2</Month>
                        <Day>20</Day>
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                     <CopyrightHolderName>The Author(s)</CopyrightHolderName>
                     <CopyrightYear>2023</CopyrightYear>
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                           <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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               <ArticleHeader>
                  <AuthorGroup>
                     <Author AffiliationIDS="Aff1 Aff2 Aff3" ID="Au1">
                        <AuthorName DisplayOrder="Western">
                           <GivenName>Ling-Yan</GivenName>
                           <FamilyName>Hung</FamilyName>
                        </AuthorName>
                        <Contact>
                           <Email>elektron.janethung@gmail.com</Email>
                        </Contact>
                     </Author>
                     <Author AffiliationIDS="Aff2" ID="Au2">
                        <AuthorName DisplayOrder="Western">
                           <GivenName>Kaixin</GivenName>
                           <FamilyName>Ji</FamilyName>
                        </AuthorName>
                        <Contact>
                           <Email>kxji21@m.fudan.edu.cn</Email>
                        </Contact>
                     </Author>
                     <Author AffiliationIDS="Aff4 Aff5" CorrespondingAffiliationID="Aff5" ID="Au3">
                        <AuthorName DisplayOrder="Western">
                           <GivenName>Tianheng</GivenName>
                           <FamilyName>Wang</FamilyName>
                        </AuthorName>
                        <Contact>
                           <Email>wangtianheng@itp.ac.cn</Email>
                        </Contact>
                     </Author>
                     <Affiliation ID="Aff1">
                        <OrgID Level="Institution" Type="GRID">grid.12527.33</OrgID>
                        <OrgID Level="Institution" Type="ISNI">0000 0001 0662 3178</OrgID>
                        <OrgDivision>Yau Mathematical Sciences Center (YMSC)</OrgDivision>
                        <OrgName>Tsinghua University</OrgName>
                        <OrgAddress>
                           <City>Beijing</City>
                           <Postcode>100084</Postcode>
                           <Country Code="CN">China</Country>
                        </OrgAddress>
                     </Affiliation>
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                        <OrgID Level="Institution" Type="GRID">grid.8547.e</OrgID>
                        <OrgID Level="Institution" Type="ISNI">0000 0001 0125 2443</OrgID>
                        <OrgDivision>Department of Physics and Center for Field Theory and Particle Physics</OrgDivision>
                        <OrgName>Fudan University</OrgName>
                        <OrgAddress>
                           <City>Shanghai</City>
                           <Postcode>200433</Postcode>
                           <Country Code="CN">China</Country>
                        </OrgAddress>
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                        <OrgID Level="Institution" Type="GRID">grid.8547.e</OrgID>
                        <OrgID Level="Institution" Type="ISNI">0000 0001 0125 2443</OrgID>
                        <OrgDivision>State Key Laboratory of Surface Physics</OrgDivision>
                        <OrgName>Fudan University</OrgName>
                        <OrgAddress>
                           <City>Shanghai</City>
                           <Postcode>200433</Postcode>
                           <Country Code="CN">China</Country>
                        </OrgAddress>
                     </Affiliation>
                     <Affiliation ID="Aff4">
                        <OrgID Level="Institution" Type="GRID">grid.9227.e</OrgID>
                        <OrgID Level="Institution" Type="ISNI">0000000119573309</OrgID>
                        <OrgDivision>Institute of Theoretical Physics</OrgDivision>
                        <OrgName>Chinese Academy of Science</OrgName>
                        <OrgAddress>
                           <Street>55 Zhongguancun Road East</Street>
                           <City>Haidian District</City>
                           <Postcode>100190</Postcode>
                           <State>Beijing</State>
                           <Country Code="CN">China</Country>
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                        <OrgID Level="Institution" Type="GRID">grid.7468.d</OrgID>
                        <OrgID Level="Institution" Type="ISNI">0000 0001 2248 7639</OrgID>
                        <OrgDivision>Institut für Physik und IRIS Adlershof</OrgDivision>
                        <OrgName>Humboldt-Universiät zu Berlin</OrgName>
                        <OrgAddress>
                           <Street>Zum Großen Windkanal 6</Street>
                           <Postcode>12489</Postcode>
                           <City>Berlin</City>
                           <Country Code="DE">Germany</Country>
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                  <Abstract ID="Abs1" Language="En" OutputMedium="All">
                     <Heading>A<Emphasis Type="SmallCaps">bstract</Emphasis>
                     </Heading>
                     <Para ID="Par1">In this paper we revisit the gravitational eikonal amplitudes of two scattering spinning particles and inspect their scrambling power in the spin spaces that is quantified through the tripartite information. We found that in the non-relativistic limit and a special high-energy limit the leading contribution is a quantity that is universal and theory independent. The minimal coupling is singled out with minimal scrambling in a different high momenta limit. We also inspected the initial state dependence of entanglement generation and found that the spin coherent state with vanishing spin may not necessarily be the hardest to entangle. Interestingly, among a family of mixed states, the only P-rep state there known to be the best approximation of classical mixed states was singled out as one with minimal entanglement generated.</Para>
                  </Abstract>
                  <KeywordGroup Language="En" OutputMedium="All" Source="Author">
                     <Heading>K<Emphasis Type="SmallCaps">eywords</Emphasis>
                     </Heading>
                     <Keyword>Black Holes</Keyword>
                     <Keyword>Scattering Amplitudes</Keyword>
                  </KeywordGroup>
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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>2208.12128</RefSource>
                           <RefTarget Address="https://arxiv.org/abs/2208.12128" TargetType="URL"/>
                        </ExternalRef>
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