The present study focused on the role of problem representation in the problem solving process in changing position chess. 本研究通過(guò)對被試求解換位棋過(guò)程的記錄與分析，重點(diǎn)研究了問(wèn)題表征在換位棋求解過(guò)程中的作用。
The flexibility and the robustness of the MFS are demonstrated by solving the unsteady Stokes problems in irregular domains as well. 在此求解過(guò)程中只需要速度的邊界以及初始條件，可以避免傳統數值方法面臨的壓力邊界條件的問(wèn)題。
