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Many disadvantages exist in the traditional die design method which belongs to serial pattern.
However, for the proposed method both takes Lagrange method and Newton iterative method, which belongs to the square convergence, and its algorithm complexity is O N2).
After a brief introduction, the normalized cross-correlation method, which belongs to a different category than the first two methods, is presented.
The method, which belongs to the class of nonlinear algebraic multilevel iterations (AMLIs), uses an abstract framework for general symmetric positive definite bilinear forms previously presented in another publication by the author.
The investigation is made numerically on the basis of the effective finite difference method which belongs to the class of high resolution schemes of the second order in both space and time.
Especially, the AFM-based friction-induced nanomechanical method, which belongs to one of the AFM-based nanofabrication methods, is looked on as a new way for forming complex nanostructures [5, 6].
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The material parameter identification methods which belong to the deterministic approaches are classified into the inverse and direct approaches.
The spectral methods, which belong to the approximation techniques, are often used to find approximate solution of FDEs.
For the methods which belong to the same group, however, the framework does not help design the combination except for the classification.
These are the Harris-Stephens and Shi-Tomasi, as representatives of the auto-correlation method, and the normalized cross-correlation, which belongs to another category of methods.
The result from Otsu's method is a binary image with scattered pixels which belongs to defects, while the proposed method gives continuous contour regions.
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