| 摘要 |
PURPOSE:To improve the efficiency of the operation processor by executing vector arithmetic for the color resolving number of a lattice point by calculating the minimum color resolving number satisfying a formula and executing vectorization with the color resolving number (n). CONSTITUTION:Concerning an object to analyze the characteristic, the model is set up and described by a differential equation. Next, the above-mentioned differential equation is discretized and developed to a difference equation. By this development to the difference equation, the group of simultaneous linear equations to execute vector arithmetic is generated in a computer system. Afterwards, the value of a parameter is set for the differential equation of this model. Then, vector arithmetic is executed at high speed concerning this developed simultaneous linear equations. According to the result of executing vector arithmetic by the simultaneous linear equations, the acted result of the model is displayed on a work station 3. As the result, when it is necessary to further change the parameter of the model, it is instructed and the action of the model changing the parameter is calculated. |
