Quantum Matter Seminar
30 events

Seminar
Extended and interacting bound states in elemental superconductors
September 1 (Wed) at 16:00  17:15, 2021
Levente Rózsa (Condensed Matter Physics, University of Konstanz, Germany)
Combining magnetism with superconductivity leads to the emergence of localized states, including Majorana bound states predicted to be relevant for topological quantum computation. In this talk, I discuss how these bound states are influenced by the details of the electronic structure. It will be shown how the shape of the Fermi surface leads to a longranged anisotropic extension of YuShibaRusinov states in the vicinity of magnetic impurities [1]. The same type of Fermi surface will be demonstrated to give rise to topologically trivial Carolide GennesMatricon bound states in vortex cores [2], with similar spatial profiles to those of topological Majorana bound states. The role of spinorbit coupling will be discussed in the hybridization of YuShibaRusinov bound states of dimers with ferromagnetic and antiferromagnetic spin alignments [3]. The general theoretical concepts will be illustrated by experimental realizations in specific materials. *Detailed information about the seminar refer to the email.
Venue: via Zoom
Event Official Language: English

Seminar
Application of Machine Learning on ManyBody Problems
August 23 (Mon) at 16:00  17:15, 2021
DawWei Wang (Professor, Department of Physics, National Tsinghua University, Taiwan)
Time: 4pm ~ 5:15pm (JST); 9am ~ 10:15am (CET); 3pm ~ 4:15pm (Taiwan) In this talk, I will briefly introduce the application of machine learning methods on quantum manybody problems. It includes a selfsupervised learning approach to decide the topological phase transition in the systems of ultracold atoms by using TimeofFlight images only without knowing any priori knowledge [1]. We then develop the Random Sampling Neural Networks for the investigation of quantum many body ground state properties in the strong interacting regime by a model rtained in the weak interacting regime [2]. Finally, we provide an QuantumInspiredRecurrent Neural Network, which could give a precise longtime dynamics of a quantum manybody system, even the model is trained in the shorttime regime. We hope to show the great possibility to use machine learning as a new tool to investigate the quantum manybody problems. *Detailed information about the seminar refer to the email.
Venue: via Zoom
Event Official Language: English

Seminar
Theory of Anomalous Floquet HigherOrder Topology
May 26 (Wed) at 22:00  23:15, 2021
RuiXing Zhang (University of Maryland, College Park, USA)
Periodicallydriven or Floquet systems can realize anomalous topological phenomena that do not exist in any equilibrium states of matter, whose classification and characterization require new theoretical ideas that are beyond the wellestablished paradigm of static topological phases. In this work, we provide a general framework to understand anomalous Floquet higherorder topological insulators (AFHOTIs), the classification of which has remained a challenging open question. In two dimensions (2D), such AFHOTIs are defined by their robust, symmetryprotected corner modes pinned at special quasienergies, even though all their Floquet bands feature trivial band topology. The cornermode physics of an AFHOTI is found to be generically indicated by 3D Dirac/Weyllike topological singularities living in the phase spectrum of the bulk timeevolution operator. Physically, such a phaseband singularity is essentially a "footprint" of the topological quantum criticality, which separates an AFHOTI from a trivial phase adiabatically connected to a static limit. Strikingly, these singularities feature unconventional dispersion relations that cannot be achieved on any static lattice in 3D, which, nevertheless, resemble the surface physics of 4D topological crystalline insulators. We establish the above higherorder bulkboundary correspondence through a dimensional reduction technique, which also allows for a systematic classification of 2D AFHOTIs protected by point group symmetries. We demonstrate applications of our theory to two concrete, experimentally feasible models of AFHOTIs protected by C2 and D4 symmetries, respectively. Our work paves the way for a unified theory for classifying and characterizing Floquet topological matters. *Detailed information about the seminar refer to the email.
Venue: via Zoom
Event Official Language: English

Aperiodic and amorphous topological phases
May 12 (Wed) at 17:00  18:15, 2021
Christopher Bourne (Visiting Scientist, iTHEMS / Assistant Professor, Advanced Institute for Materials Research (AIMR), Tohoku University)
Key features of topological insulators and superconductors such as stable edge modes have been found in an increasingly broad class of materials and systems. In this talk, I will introduce a mathematical framework to study Hamiltonians and topological phases on a general class of (aperiodic/random) point atterns. Using techniques from noncommutative geometry, we then show how bulk topological invariants and the bulkboundary correspondence can be rigorously established in such generic systems. This is based on joint work with Emil Prodan and Bram Mesland. *Detailed information about the seminar refer to the email.
Venue: via Zoom
Event Official Language: English

Seminar
Unconventional Spin Transport in Quantum Materials
April 21 (Wed) at 17:00  18:15, 2021
Se Kwon Kim (Korea Advanced Institute of Science and Technology (KAIST), Republic of Korea)
Recent advancements in spintronic techniques originally developed for spinbased devices now enable us to study fundamental spin physics of various quantum materials with unprecedented spincurrent control and measurement, opening a new area of theoretical and experimental investigation of quantum systems. In this talk, we will introduce this emerging research area of spin transport in quantum materials which is fueled by the global interest in quantum information science. As examples, we will discuss our discovery of magnonic topological insulators realized by 2D magnets [13], which shows how spintronic techniques can be used for probing elusive quantum materials, and our prediction of longrange spin transport mediated by a vortex liquid in superconductors [4], which shows that quantum materials can provide novel platforms for efficient spintransport devices. We will conclude the talk by offering a future outlook on quantum spintronics. *Detailed information about the seminar refer to the email.
Venue: via Zoom
Event Official Language: English

Seminar
What "Holography" is and how to use it
April 14 (Wed) at 17:00  18:15, 2021
Mario Flory (Instituto de Fisica Teorica, Universidad Autonoma de Madrid, Spain)
In this talk, I will give an introduction to the holographic principle and the Antide Sitter/Conformal Field Theory (AdS/CFT) correspondence. I will also discuss the role that quantum entanglement plays in this correspondence via the RyuTakayanagi formula which maps the calculation of entanglement entropy to a geometric problem of extremal surfaces. Then, I will present a holographic model of a Kondo like effect as an example of how the AdS/CFT correspondence can be employed in practice. *Detailed information about the seminar refer to the email.
Venue: via Zoom
Event Official Language: English

Seminar
Geometric nonlinear optical effects
March 16 (Tue) at 17:00  18:15, 2021
Takahiro Morimoto (Associate Professor, Department of Applied Physics, Graduate School of Engineering, The University of Tokyo)
Time: 5pm ~ 6:15pm (JST); 9am ~ 10:15am (CET) The responses of materials to high intensity light, i.e., nonlinear optical responses, constitute a vast field of physics and engineering. While geometry and topology has been playing a central role in recent studies of condensed matters, geometrical aspects of nonlinear optical effects have not been fully explored so far. In this talk, I will show a few examples of nonlinear optical effects that have geometrical origins. First, I present that the secondorder nonlinear optical effects including the shiftcurrent, a candidate mechanism for recently discovered solar cell action in perovskite materials, has a close relationship to the modern theory of polarization, and is described by the Berry connection of Bloch wave function [1]. I will also discuss how electron correlations can enhance/modify shift current response in inversion broken materials. Next, I show that another secondorder nonlinear effect, circular photogalvanic effect (CPGE), is governed by Berry curvature and shows quantization in Weyl semimetals [2]. I will report a recent measurement on chiral multifold fermion RhSi that observed a plateau structure in CPGE which is consistent with the expected quantization [3].
Venue: via Zoom
Event Official Language: English

Seminar
Exceptional Topology of NonHermitian Systems: from Theoretical Foundations to Novel Quantum Sensors
March 3 (Wed) at 17:00  18:15, 2021
Jan Budich (Professor, Quantum ManyBody Physics, TU Dresden, Germany)
CET: 9:00a.m.  10:15a.m. on March 3, 2021 JST: 5:00p.m.  6:15p.m. on March 3, 2021 EST: 3:00a.m.  4:15a.m. on March 3, 2021 In a broad variety of physical scenarios ranging from classical metamaterials to open quantum systems, nonHermitian (NH) Hamiltonians have proven to be a powerful and conceptually simple tool for effectively describing dissipation. Motivated by recent experimental discoveries, investigating the topological properties of such NH systems has become a major focus of current research. In this talk, I give an introduction to this rapidly growing field, and present our latest results. Specifically, we discuss the occurrence of novel gapless topological phases unique to NH systems. There, the role of spectral degeneracies familiar from Hermitian systems such as Weyl semimetals is played by exceptional points at which the effective NH Hamiltonian becomes nondiagonalizable. Furthermore, we show how guiding principles of topological matter such as the bulk boundary correspondence are qualitatively changed in the NH realm. Finally, we demonstrate that the sensitivity of NH systems to small changes in the boundary conditions may be harnessed to devise novel highprecision sensors. *Detailed information about the seminar refer to the email.
Venue: via Zoom
Event Official Language: English

Seminar
Mathematics of magic angles for bilayer graphene
February 3 (Wed) at 20:00  21:15, 2021
Simon Becker (Ph.D. Student, Department of Applied Mathematics and Theoretical Physics, University of Cambridge, UK)
20:00pm ~ 21:15pm on Feb. 03th, 2021 (JST) 11:00am ~ 12:15am on Feb. 03th, 2021 (UK) Magic angles are a hot topic in condensed matter physics: when two sheets of graphene are twisted by those angles the resulting material is superconducting. Please do not be scared by the physics though: I will present a very simple operator whose spectral properties are thought to determine which angles are magical. It comes from a recent PR Letter by Tarnopolsky–Kruchkov–Vishwanath. The mathematics behind this is an elementary blend of representation theory (of the Heisenberg group in characteristic three), Jacobi theta functions and spectral instability of nonselfadjoint operators (involving Hoermander’s bracket condition in a very simple setting). The results will be illustrated by colourful numerics which suggest some open problems. This is joint work with M. Embree, J. Wittsten, and M. Zworski.
Venue: via Zoom
Event Official Language: English

Seminar
Timedependent driven quantum critical systems in (1+1) dimension
January 18 (Mon) at 10:00  11:15, 2021
Xueda Wen (Postdocs, Physics Department, Harvard University, USA)
10:00am ~ 11:15am on Jan. 18th, 2021 (JST) 8:00pm ~ 9:15pm on Jan. 17th, 2021 (EST) I will introduce an analytically solvable setup for timedependent driven quantum critical systems in (1+1)D, whose lowenergy physics are described by conformal field theories. In general, one may observe two different phases (heating and nonheating), where the correlation functions such as the entanglement entropy and energymomentum density can be analytically solved. The dependence of phase diagrams on (i) the types of driving Hamiltonians and (ii) the types of driving sequences (such as periodic, quasiperiodic and random drivings) will be discussed.
Venue: via Zoom
Event Official Language: English
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