Andre Martinez   Shu Nakamura   Vania Sordoni   
COMMUNICATIONS IN PARTIAL DIFFERENTIAL EQUATIONS 35(12) 2279-2309 2010
This paper is a continuation of [9], where short range perturbations of the flat Euclidian metric where considered. Here, we generalize the results of [9] to long-range perturbations (in particular, we can allow potentials growing like < x >...
We study Lifshitz tails for random Schrodinger operators where the random potential is alloy-type in the sense that the single site potentials are independent, identically distributed, but they may have various function forms. We suppose the singl...
We consider Schr\"odinger operators on with variable coefficients.<br />
Let be the free Schr\"odinger operator and we suppose<br />
is a "short-range" perturbation of . Then, under th...
Aharonov-Bohm effect in resonances for magnetic scatteringJapan Society for the Promotion of Science: Grants-in-Aid for Scientific ResearchTAMURA Hideo KAKEHI Tomoyuki IWATSUKA Akira ICHINOSE Takashi MINE Takuya FUJIIE Seturo YAJIMA Kenji NAKAMURA Shu 
Project Year: Apr 2013 - Mar 2016
Mathematical Analysis of Quantum PhysicsJapan Society for the Promotion of Science: Grants-in-Aid for Scientific ResearchYAJIMA Kenji FUJIWARA Daisuke NAKAMURA Shu MIZUTANI Akira WATANABE Kazuo SHIMOMURA Akihiro 
Project Year: 2006 - 2009
Research on Spectra of Random Schrodinger OperatorsJapan Society for the Promotion of Science: Grants-in-Aid for Scientific ResearchUEKI Naomasa MINAMI Nariyuki NAKAMURA Shu SHIGEKAWA Ichiro KOTANI Shinichi 
Project Year: 2006 - 2007
Multi-wavelet frames and applications to harmonic analysisJapan Society for the Promotion of Science: Grants-in-Aid for Scientific ResearchARAI Hitoshi NAKAMURA Shu YOSHIDA Nakahiro KANJIN Yuichi TACHIZAWA Kazuya 
Project Year: 2004 - 2006
Mathematical Analysis of Quantum PhysicsJapan Society for the Promotion of Science: Grants-in-Aid for Scientific ResearchYAJIMA Kenji NAKAMURA Shu FUJIWARA Daisuke MIZUTANI Akira WATANABE Kazuo SHIIMOMURA Akihiro