![Fan Zhang headshot with white background](/sites/default/files/styles/news_and_events_image/public/f_zhang__0.jpg?h=038a9462&itok=R_JLYFo6)
February 3, 2014
11:30AM
-
12:30PM
1080 Physics Research Building - Smith Seminar Room
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2014-02-03 11:30:00
2014-02-03 12:30:00
Special Colloquium - Fan Zhang (University of Pennsylvania) "From Topological Insulators to Majorana Fermions"
Abstract: The discovery of topological insulators has created a revolution in condensed matter science that has far ranging implications over coming decades. I will introduce a simplest way to understand the "periodic table" for topological phases, and apply these ideas to semimetals, insulators, and superconductors. In the superconductor case, a Majorana Kramers pair may appear on the boundary and induces unprecedented fractional Josephson effects. These effects indicate the existence of a "periodic building" for topological phases, with the aforementioned table being its "ground floor". Strong connections will be made to ongoing experiments and related topics.
1080 Physics Research Building - Smith Seminar Room
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2014-02-03 11:30:00
2014-02-03 12:30:00
Special Colloquium - Fan Zhang (University of Pennsylvania) "From Topological Insulators to Majorana Fermions"
Abstract: The discovery of topological insulators has created a revolution in condensed matter science that has far ranging implications over coming decades. I will introduce a simplest way to understand the "periodic table" for topological phases, and apply these ideas to semimetals, insulators, and superconductors. In the superconductor case, a Majorana Kramers pair may appear on the boundary and induces unprecedented fractional Josephson effects. These effects indicate the existence of a "periodic building" for topological phases, with the aforementioned table being its "ground floor". Strong connections will be made to ongoing experiments and related topics.
1080 Physics Research Building - Smith Seminar Room
America/New_York
public
Abstract: The discovery of topological insulators has created a revolution in condensed matter science that has far ranging implications over coming decades. I will introduce a simplest way to understand the "periodic table" for topological phases, and apply these ideas to semimetals, insulators, and superconductors. In the superconductor case, a Majorana Kramers pair may appear on the boundary and induces unprecedented fractional Josephson effects. These effects indicate the existence of a "periodic building" for topological phases, with the aforementioned table being its "ground floor". Strong connections will be made to ongoing experiments and related topics.