[geometry-ml:02448] Mathematical Approach to Topological Phases in Spintronics

Motoko Kotani m-kotani @ m.tohoku.ac.jp
2015年 9月 12日 (土) 00:06:14 JST


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�北大学知のフォ�ラムでは10月5日~10月9日に下�の研究集会を�催しま
す。金曜午後にはチュ�トリアル��も用意しています。�ってご参加ください。
小谷元子

http://www.tfc.tohoku.ac.jp/event/2139.html


Mathematical Approach to Topological Phases in Spintronics

Date: October 5th to 9th, 2015
Place: Tohoku Forum for Creativity, Tohoku University
http://www.tfc.tohoku.ac.jp/

Aim: Recent insights in the deep connection between the physics of
Topological
Insulators and the Atiyah�Singer Index Theorem inspire Mathematicians and
Mathematical Physicists by the implied rich potential for discovery of new
topological
phases and need for their mathematical description. We will gather an
interdisciplinary
group of leading researchers to explore this space and discuss prospects and
directions
for further developments. We specially target a mathematical framework for
the
bulk-edge correspondence of interacting systems as well as topological
phases of
disordered systems.

Program
Monday, October 5th
10:00-10:50 Bruno Nachtergaele (University of California Davis)
TBA
11:00-11:50 Gian-Michele Graf (ETH)
Another glance at some well-known indices
Lunch Break
14:00-14:50 Mikio Furuta (University of Tokyo)
TBA
15:00-15:40 Yosuke Kubota (University of Tokyo)
Controlled topological phases and bulk-edge correspondence
Tea
16:10-16:50 Emil V. Prodan (Yeshiva University)
Bulk-Boundary program for complex topological insulators: From K-theory
to physics
17:00-17:50 Graeme Milton (University of Utah)
TBA
18:00 Buffet Party

Tuesday, October 6th
10:00-10:50 Spyridon Michalakis (California Institute of Technology)
Exploring topological quantum phases
11:00-11:50 Johannes Kellendonk (Université Lyon I)
The C*-algebraic approach to topological phases
Lunch Break
14:00-14:50 Yosuke Kubota(University of Tokyo)
Controlled topological phases and bulk-edge correspondence
15:00-15:40 Max Lein (Tohoku University)
Existence and absence of non-linear effects in photonic topological
insulators
Tea
16:10-16:50 Akinori Tanaka (Riken)
Supersymmetric gauge theory on RP2 x S1
17:00 -17:50 Koji Hashimoto (Osaka University)
Band spectrum of topological insulators is D-brane shape
Wednesday, October 7th
10:00-10:50 Spyridon Michalakis (California Institute of Technology)
The Quantum Hall Effect revisited
11:00-11:50 Liang Kong (University of New Hampshire & Harvard University)
Bulk-edge relation for topological orders with gapped edges
Lunch Break
14:00-14:50 Alan Carey (Australian National University)
Topological phases and Kasparov Theory
15:00-15:40 Christopher Bourne (Australian National University)
Real Kasparov theory and the bulk-edge correspondence
Tea
16:10-16:50 Giuseppe De Nittis (Pontificia Universidad Católica de Chile)
The topology of chiral vector bundles: Topological insulators of type AIII
17:00-17:50 Peter Bouwknegt (Australian National University)
Towards a classification of topological phases for strongly interacting
systems

Thursday, October 8th
10:00-10:50 Bruno Nachtergaele (University of California Davis)
TBA
11:00-11:50 Shuichi Murakami (Tokyo Institute of Technology)
TBA
Lunch Break
14:00-14:50 Kentaro Nomura (Tohoku University)
Chiral anomaly and coupled charge-magnetization excitations in a Weyl
semimetal
15:00-15:40 Anton Akhmerov (Technical University of Delft)
TBA
15:50-16:30 Koji Sato (Tohoku University)
Anomalous Hall effect driven by dipolar spin waves in uniform
ferromagnets
16:40-17:20 Rembert Duine (University of Utrecht)
Topological transport in spin-orbit coupled bosonic Mott insulators
Friday, October 9th
10:00-10:50 Shinsei Ryu (University of Illinois at Urbana-Champaign)
TBA
11:00-11:50 Franco Nori (Riken)
Quantum spin Hall effect of light
Close
Tutorial lecture
13:00-13:40 Alan Carey (Australian National University)
Introduction to K-theory and generalizations I
13:55-14:35 Alan Carey (Australian National University)
Introduction to K-theory and generalizations II
15:00-15:50 Shinsei Ryu(University of Illinois at Urbana-Champaign)
Introduction to topological insulators and superconductors






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