The current scientific research Boyi Fu participated is based on different computing Methods. The proposed scheme, aiming to enhance the fitting model based on various point cloud models from previous studies, resulting in a more accurate reconstruction model. The research papers will outline requirements for energy stability, numerical robustness, and code operability of the model.

付博亦目前参与之科研項目基于不同算法。根據不同的點雲模型，提出了一種新的算法可以在前人的研究上更加精進擬合模型，從而擁有更精確的重建模型。 課題組的研究論文將會對模型的能量穩定性、數值魯棒性以及代碼實操性提出要求。

• The key equations in our former essays were:
$$ \small \begin{equation} \begin{cases} \frac{\phi^{n+1}_{ijk}-\phi^{n}_{ijk}}{ \Delta t} = -g(x)_{ijk}\mu^{n+\frac{1}{2}}_{ijk} \\ \mu^{n+\frac{1}{2}}_{ijk} = H^{\ast}_{ijk} \cdot \frac{F^{\prime}(\phi^{\ast}_{ijk})}{\varepsilon^{2}} - \frac{1}{2}(\Delta_{d}\phi^{n+1}_{ijk}+\Delta_{d}\phi^{n}_{ijk})+S(\frac{\phi^{n+1}_{ijk} + \phi^{n}_{ijk}}{2} - \phi^{\ast}_{ijk}) \end{cases} \end{equation} $$
Below are some of the latest thesis results:

I. The point cloud of a Buddha and its reconstruction.

II. The point cloud of a Owl and its reconstruction.

III. The reconstruction of a Teapot we obtained.