<div dir="ltr"><div><p></p><p>Estimados colegas y amigos:</p><p><br></p><p>Tenemos el agrado de anunciar el 67º encuentro de la red Strings@ar, a realizarse el jueves 25 de agosto en el IAFE, Ciudad Universitaria de Buenos Aires, CABA.</p><p><br></p>
<p>El programa se detalla a continuación:</p><p><br></p><div>9:45-10:00hs Apertura<br></div><div><br>10:00-11:00hs Damián Galante</div>"Shape dependence of holographic Rényi entropies"<div><br></div><div>11:00-11:30hs Cafe<br></div><div><br>11:30-12:30hs Emmanuel Malek</div><div><br></div><div>12:30-14:00hs Almuerzo<br></div><div><br>14:00-15:00hs Sebastián Franchino-Viñas<br>"Worldline Formalism and Noncommutative Theories"<br></div><div><br><div>15:00-15:30hs Cafe<br></div><br>15:30-16:30hs Víctor Penas<br></div><p></p><p></p><p><br></p><p>Esperamos verlos el jueves 25/8.</p><p><br></p>
<p>Saludos cordiales,</p>
<p><br clear="none">José Edelstein<br clear="none">Nicolás Grandi<br clear="none">Carmen Núñez<br clear="none">Martin Schvellinger</p><br><br></div>Abstracts:<br><br>Speaker: Damian Galante<br>Title: Shape dependence of holographic Rényi entropies.<br><br><span style="font-size:13px">Abstract</span>:
Rényi entropies in a QFT can be computed in principle using the replica
trick, which amounts to the insertion of a co-dimension two twist
operator in the path-integral. In a conformal field theory in the vacuum
state, the effect of small shape deformations around a spherical or
flat entangling surface is encoded in a piece of CFT data associated to
this defect. A method to extract this quantity holographically in
general dimensions is described. The result of this computation shows
that previous conjectures (based on free field theory results) do not
hold for holographic theories. Based on arXiv:1607.07418.<br><div><br>Speaker: Sebastían Franchino-Viñas<br>Title: Worldline Formalism and Noncommutative Theories<br><br>Abstract: Noncommutative quantum field theories are probably one of the most important candidates to be an effective theory of quantum gravity. On the other hand, the Worldline Formalism possesses great advantages in comparison with a Feynman's diagram analysis of a theory. We then show how to implement the worldline formalism in noncommutative theories. The result is a master formula for the 1-loop effective action that is applied to a number of scalar models -- among them the Grosse-Wulkenhaar model. This model has some unusually kind properties of renormalization. As a byproduct we find an expression for the small propertime expansion of general nonlocal operators' Heat Kernel.<br clear="all"><br>-- <br><div class="gmail_signature" data-smartmail="gmail_signature"><font style="font-family:georgia,serif" size="6">Strings@ar</font><br><font size="1">A Theoretical Physics Network<br></font><font size="1"><a href="http://www.fisica.unlp.edu.ar/strings" target="_blank">www.fisica.unlp.edu.ar/strings</a></font><br><br></div>
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