Scanning Electron Microscopy (SEM) image plays a significant role in industrial, medical, and research fields. However, image defects, including existing noise will degrade the …
R Liu, B Guo, A Zhang, B Yimwadsana - Ocean Engineering, 2020 - Elsevier
Marine surveying does not receive full benefits from RTK because there are lack of near reference stations along the coastal lines. Compared with RTK, PPP can realize positioning …
K Tan, L Li, Q Huang - IAENG International Journal of Computer Science, 2023 - iaeng.org
With the advancement of image authoring software, the traces of image tampering operation have become increasingly difficult to detect. To enhance the performance of manipulation …
Y Liu, C Gu - IAENG International Journal of Applied Mathematics, 2020 - iaeng.org
We propose a two greedy subspace Kaczmarz algorithm for solving consistent systems of linear equations. At each step, our proposed algorithm projects the current iterate onto the …
P Zhou, T Shi, J Xin, Y Li, T Lv, L Zang - Applied Sciences, 2023 - mdpi.com
Aiming at the problem of sparse measurement points due to test conditions in engineering, a smoothing method based on zero-padding in the wavenumber domain is proposed to …
Z Alsaygh, Z Al-Ameen - Applied Computer Science, 2022 - bibliotekanauki.pl
Microscopic technology has recently flourished, allowing unparalleled viewing of microscopic elements invisible to the normal eye. Still, the existence of unavoidable …
As we know theoretically if we are going to construct a polynomial interpolation function through a mapped base, we create an approximation function. In this study, we try to build …
K Zhang, CT Liu, XL Jiang - IAENG International Journal of Computer …, 2024 - iaeng.org
By exploiting the column partitioning using the k-means clustering, we develop a greedy randomized block coordinate descent algorithm for solving large-scale linear least squares …
Y Liu, Z Zhang - IAENG International Journal of Applied Mathematics, 2024 - iaeng.org
Tikhonov regularization technique is widely recognized as one of the most prevalent and well-established approaches for solving linear discrete ill-posed problems. The present …