開催期間

2015-07-09 16:30～2015-07-09 17:30

場所

九州大学 伊都キャンパス 数理学研究教育棟3階 大講義室2

受講対象

　

講師

Andre Martinez (Bologna 大学)

日時：2015年7月9日 (木)
         16:00～16:30 (ティータイム)
         16:30～17:30 (講演)
 

場所：数理棟 談話室 (ティータイム)
         図書館3階 大講義室2 (講演)

概要：
Abstract: We study the survival probability associated with a semiclassical matrix Schr\"odinger operator that models the predissociation of a general molecule in the Born-Oppenheimer approximation. We show that it is given by its usual time-dependent exponential contribution, up to a reminder term that is exponentially small (in the semiclassical parameter) with arbitrarily large rate of decay. The result applies in any dimension, and in presence of a number of resonances that may tend to infinity as the semiclassical parameter tends to 0. This is a joint work with Ph. Briet.