'Gapless edge' presentation slideshows

Topolo gy of Andreev bound state

Topolo gy of Andreev bound state. ISSP, The University of Tokyo, Masatoshi Sato. In collaboration with. Satoshi Fujimoto, Kyoto University Yoshiro Takahashi, Kyoto University Yukio Tanaka, Nagoya University Keiji Yada , Nagoya University Akihiro Ii, Nagoya University

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Topological insulators: interaction effects and new states of matter

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Oscillations of longitudina resistivity =Shubnikov-deHaas, minima close to 0 .

K. v. Klitzing. discovery: 1980. Nobel prize: 1985. Oscillations of longitudina resistivity =Shubnikov-deHaas, minima close to 0 . Plateaux in Hall resistivity r =h/(ne 2 ) with integer n correspond to the minima. (From Datta page 25).

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