您當(dāng)前的位置:首頁(yè)?>?科學(xué)研究?>?“數(shù)通古今,學(xué)貫中外”學(xué)術(shù)講座第三十四期預(yù)告【W(wǎng)ong Man Wah教授】
“數(shù)通古今,學(xué)貫中外”學(xué)術(shù)講座第三十四期預(yù)告【W(wǎng)ong Man Wah教授】
作者:高冰 ?? 來(lái)源:數(shù)學(xué)學(xué)院?? 發(fā)布日期:2012-10-22
報(bào)告主題: "Analysis, Geometry and Arithmetics on the Heisenberg Group"
報(bào)告人:加拿大約克大學(xué)Wong Man Wah教授
時(shí) 間:10月24日 15:00--16:00
地 點(diǎn):研究生樓504
題 目:The Heat Kernel and Green Function of the Sub-Laplacian on the
Heisenberg Group
摘 要: After a brief recall of the basics of the first lecture, the heat kernels
and Green functions of the twisted Laplacians are constructed explicitly
using Weyl transforms. They are then used to construct the explicit
formulas for the heat kernel and Green function of the sub-Laplacian on
the Heisenberg group. The meaning of the Green function in sub-Riemannian
geometry is then given leading to the notion of the Carnot-Caratheodory
metric.
