[Quantum information and Thermodynamics. UGR] Fwd: [infoconfe] SEMINAR de Grupo de Termodinámica y Computación Cuántica---Daniel Manzano II

18 Oct 2023


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Daniel Manzano
Electromagnetism and Condensed Matter Department
Institute “Carlos I” for Theoretical and Computational Physics
University of Granada
Facultad de Ciencias, Av. Fuentenueva s/n
Granada 18071, Spain
Phone: +34 958241000  Ext: 20569
http://ic1.ugr.es/manzano/
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Begin forwarded message:
From: mskotiniotis 
Subject: [infoconfe] SEMINAR de Grupo de Termodinámica y Computación Cuántica---Daniel Manzano II
Date: 13. October 2023 at 10:40:32 CEST
To: materia-seminarios@onsager.ugr.es, materia@onsager.ugr.es, infoconfe@listas.ugr.es
El grupo de Termodinámica y Computación Cuántica les invita al siguiente seminario
Fecha: Jueves 19-10-2023
Hora: 13:00 am
Lugar:  Laboratorio de Fïsica Computacional, Dept de Electromagnetismo y Física de al Materia, Planta Baja, Facultad de Ciencias (junto al péndulo gigante)
Ponente:  Daniel Manzano (Universidad de Granada)
Titulo:  An introduction to the Lindblad Master Equation I. Derivation from microscopic principles (segunda parte)
Resumen: The theory of open quantum system is one of the most essential tools for the development of quantum technologies. Furthermore, the Lindblad (or Gorini-Kossakowski-Sudarshan-Lindblad) Master Equation plays a key role as it is the most general generator of Markovian dynamics in quantum systems. In this presentation, we present this equation together with its derivation from microscopic principles. The presentation tries to be as self-contained and straightforward as possible to be useful to readers with no previous knowledge of this field. Undergrad, master, and PhD students are encouraged to assist.
Reference: https://pubs.aip.org/aip/adv/article/10/2/025106/1021638/A-short-introductio...
El seminario es accesible para los estudiantes de grado, a los que recomendamos encarecidamente que asistan.  Para aquellos que no puedan asistir, también hemos configurado una reunión de Google donde el seminario se transmitirá en vivo.
https://meet.google.com/smd-zjdh-rwc
También os recordamos a todos la página web del Seminario de Grupos,
https://ic1.ugr.es/eventos/wp/qjc/
donde se publicarán anuncios pasados, presentes y futuros. Marque esta página como favorita, ya que también pretendemos cargar grabaciones de video del seminario a las que podrá acceder en cualquier momento.
Nos vemos a todos allí
DJM
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Dear all
The Quantum Thermodynamics and Computation group cordially invites you to the following seminar
Date: Thursday 19-10-2023
Time: 13:00 am
Location:  Computational Physics Laboratory, Department of Electromagnetism and Condensed Mater,  Ground Floor, Faculty of Science (next to the giant pendulum)
Speaker:  Daniel Manzano (University of Granada)
Title:  An introduction to the Lindblad Master Equation I. Derivation from microscopic principles (part two)
Abstract:  The theory of open quantum system is one of the most essential tools for the development of quantum technologies. Furthermore, the Lindblad (or Gorini-Kossakowski-Sudarshan-Lindblad) Master Equation plays a key role as it is the most general generator of Markovian dynamics in quantum systems. In this presentation, we present this equation together with its derivation from microscopic principles. The presentation tries to be as self-contained and straightforward as possible to be useful to readers with no previous knowledge of this field. Undergrad, master, and PhD students are encouraged to assist.
The seminar is  accessible to undergraduate students, whom we strongly encourage to attend.  For those of you unable to attend the seminar, we have set-up the following  google meet link for the upcoming seminar.
https://meet.google.com/smd-zjdh-rwc
We would also like to bring to your attention the groups seminar page
https://ic1.ugr.es/eventos/wp/qjc/
where you can find relevant material and information about past present and future seminars.  Bookmark this page as we intend on uploading video recordings of the seminars that you can access at any time.
See you all there
DJM.