upcomming seminars

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Quantum Many-Body Systems
Secretariat: Kristina Schuldt
Phone:        +49 89 3 29 05 - 138

Secretariat: Andrea Kluth
Phone:        +49 89 3 29 05 - 736

Laser Spectroscopy
Secretariat: Ingrid Hermann
Phone:        +49 89 3 29 05 - 712

Attosecond Physics
Secretariat: Corin Abert
Phone:        +49 89 3 29 05 - 612

Quantum Dynamics
Secretariat: Iris Schwaiger
Phone:        +49 89 3 29 05 - 711

Seminars 2016

seminars 2015



On an irregular basis various Special Seminars take place at the MPQ. The seminars are organized by scientists of our divisions, administration or staff representatives.

The location will be announced with the event.


Efficient representation of fully many-body localized systems using tensor networks (Dr. T. Wahl)

Many-body localization (MBL) is currently an intensely studied topic and characterized by the fact that certain strongly disordered systems fail to thermalize. For sufficiently strong disorder in one dimension, all eigenstates of MBL systems fulfill the area law of entanglement. [more]

Silicon-Based Microresonator Frequency Combs (Prof. A. Gaeta)

Microresonator frequency combs have attracted much recent interest due to their potential to enable time and frequency metrology applications in a highly compact and robust platform. [more]

From cold atoms to ultracold molecules: spin‐wave rephasing and ultracold exchange reaction (Dr. Jun Rui)

In this talk, I will introduce the setup that we have built in the past three years to create ultracold 23Na40K molecules from an ultracold atomic mixture gas. [more]

Nonlinear Optics with Metals (Dr. S. Gennaro)

A recurring theme in optics and photonics is the ability of metal nanostructures to imbue man – made material (so – called metamaterial) with new functions possibly not found in nature. [more]

Variational Energy Minimization for Continuous Matrix Product States (Dr. M. Ganahl)

The generalization of Matrix Product States (MPS) to continuous systems, as proposed in Phys. Rev. Lett. 104, 190405(2010), provides a powerful variational ansatz for the ground state of strongly interacting quantum field theories in one spatial dimension. [more]

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