To obtain a stable solution, in our method, successiveapproximation process is constrained by prior histogram and laplacian regularization.
为了获得稳定而满意的解,我们采用直方图约束下的正则化方法对连续近似迭代进行约束。
2
Firstly, by use of the successiveapproximation method and a series of classical estimates, the local existence and uniqueness of weak solution are proved.
利用逐次逼近方法和一系列经典的估计,证明了弱解的局部存在性和惟一性。
3
The mathematical model is based on the calculation of geometrical figures by graphic method and the solution is obtained bysuccessiveapproximation.