Author(s)

K. Shirota, K. Kobayashi and K. Onishi

Abstract

Mathematical aspects of numerical treatment in the cognition of water resource problems, relating with fluid flows, are examined. Laplace equation and quasi- harmonic equation are considered to reckon seepage and viscous fluid flows. For the corresponding boundary inverse problems, the following conditions are set to satisfy; 1) for a part of the boundary of the flow domain, the Dirichlet and/or Neumann data are prescribed, 2) at several observational points inside of the domain, unknown values are prescribed, 3) f

Keywords