Courses / ActivitiesDifference Nevanlinna theories arising from special functions
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There has been renewed interests of classical Nevanlinna theory due to its applications in difference integrable systems of second order in recent years, mostly due to the works of Ablowitz, Halburd, Korhonen, etc. We shall report on recent developments of new Nevanlinna theories of difference types built on important difference operators arising from qspecial functions. (i.e., Askey-Wilson operator and Wilson operator). These are joint projects with Shaoji Feng and Kam-Hang Cheng.
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Edmund Yik-Man Chiang
2014-07-26
14:00:00 - 15:30:00
308 , Mathematics Research Center Building (ori. New Math. Bldg.)
There has been renewed interests of classical Nevanlinna theory due to its applications in difference integrable systems of second order in recent years, mostly due to the works of Ablowitz, Halburd, Korhonen, etc. We shall report on recent developments of new Nevanlinna theories of difference types built on important difference operators arising from qspecial functions. (i.e., Askey-Wilson operator and Wilson operator). These are joint projects with Shaoji Feng and Kam-Hang Cheng.