Development of a conservation operator of an additive discrete optimum approximation operator on a multi-dimensional manifold to the theory of discrete control and network flow ○Takuro Kida(Tokyo Tech. Prof EM)・Yuichi Kida(Ohu Univ.) RCC2019-2 MICT2019-2
Linear processing type optimum future prediction of signals applying Kida's optimum signal-approximation to multi-dimensional signals that are made by arranging known region restriction data in a row ○Takuro Kida(Tokyo Inst. Tech.)・Yuichi Kida(OHU Univ.) DE2018-29
The optimum multi-dimensional discrete signal estimation of a slightly non-linear filter bank and its application to environmental preserving ○Yuichi Kida(Ohu Univ.)・Takuro Kida(Nihon Univ.) CS2009-56 IE2009-120
Firstly, we present the optimum interpolation approximation ... [more]