Seminars 2019 - 2022

Date/Time

Room

Guest

 

Institute

 

Title

13.10.2022
11:00 h

4D2

Valera Veryazov

 

Lund University, 
Sweden

 

How to apply multiconfigurational theory to ionic solids?

 

07.10.2021
11:00 h

2D5

Denis Usvyat

 

Humboldt Universität Berlin

 

Application of FCIQMC to periodiy systems using local mean-field embedding

25.03.2021
11:00 h

Online

Nick Blunt

 

University of Cambridge
Great Britain

 

Treating static and dynamical correlation with variational and projector Monte Carlo methods

  

04.03.2021
11:00 h

Online

Q. Ma

 

University of Stuttgart

 

Accurate and efficient explicitly correlated local coupled-cluster methods for open-shell molecules with pair natural orbitals

 

09.09.2020
15:00 h

Online

R. Han

 

University of Zurich
Switzerland  

 

Recent advances towards accuracy and speed-up in 
computational chemistry: from force field to wave-function-based methods

12.02.2020
10:00 h

2R4

Andreas Köhn

 

University of Stuttgart  

 

Computing molecular properties in (multireference)
coupled-cluster theory

 

13.06.2019
11:00 h

4D2

Michael Willatt

 

Ècole Polytechnique Fèdèrale de Lausanne, Suisse

 

Accurate and Informative Machine-Learning Models from Density-Based Representations

16.05.2019
11:00 h

4D2

Tony Paxton

 

Kings College, London, Great Britain

 

Hydrogen in Iron

27.03.2019
11:00 h

 

06.03.2019
14:00 h

7D2
 

 

7D2

Arman Nejad
 

 

Ursula              Rothlisberger 

 

Georg-August University Göttingen, Institute for Physical Chemistry


Federal Institute of Technology,
Lausanne, Switzerland

 

Current problems with anharmonic vibrational calculations: Formic acid as a case study to benchmark theory

Next-Generation First-Principles Based Molecular Dynamics: From Biological Systems to Materials

28.02.2019
11:00 h

4D2

Ajit Balram

 

Niels Bohr International Academy and the Center for Quantum Devices, Niels Bohr Institute, University of Copenhagen, Denmark

 

Parton paradigm for the fractional quantum Hall effect in the second Landau level

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