数値解析・応用解析セミナー

7月31日(金)  15:00 -- 16:00  Youngmok Jeon (Ajou University, 大韓民国)
 ``The hybrid difference methods for the elliptic and Navier-Stokes equations''

＜研究発表要旨＞
In this presentation, we introduce the hybrid difference (HDM) for the
elliptic and Navier-Stokes equations. The HDM is a finite difference 
version of the hybrid discontinuous Galerkin method.  The HDM is comparable 
with the finite difference method (FDM). The main difference between the 
FDM and HDM is that the FD formula of a single type is deployed for all 
interior nodes in the FDM, while the cell finite difference and the 
interface difference are combined in the HDM.  The finite difference method 
is simple to implement and it can solve many physical problems efficiently.
The HDM is as easy to implement as the FDM, and it apparently seems to
possess several advantage over the FDM. 

セミナー室: 京都大学 総合研究2号館 2階203号室
            （応用解析学講座セミナー室）

●総合研究2号館は耐震改修された旧工学部2号館で、キャンパスマップでは
  「京都大学本部構内 54番建物」です。
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セミナー連絡先: 京都大学大学院 情報学研究科 複雑系科学専攻
                 磯 祐介    e-mail; iso@i.kyoto-u.ac.jp