Publications of Rong-Qing Jia
2006-2010
- R. Q. Jia,
Bessel sequences in Sobolev spaces,
Appl. Comput. Harmon. Anal. 20 (2006), 298-311.
- R. Q. Jia and S. T. Liu,
Wavelet bases of Hermite cubic splines on the interval,
Advances in Computational Mathematics
25 (2006), 23-39.
- R. Q. Jia,
Stable bases of spline wavelets
on the interval, in Wavelets and Splines
(G. R. Chen and M. J. Lai eds.) (2006), pp. 120-135.
- B. Han and R. Q. Jia,
Optimal C^2 two dimensional interpolatory
ternary subdivision schemes with two-ring stencils,
Mathematics of Computation 75 (2007), 1287-1308.
- B. Han and R. Q. Jia,
Characterization of Riesz bases of wavelets
generated from multiresolution analysis,
Appl. Comput. Harmon. Anal. 23 (2007), 321-345.
- R. Q. Jia,
The projection method in the development of
wavelet bases, in Proceedings of the 4th International
Congress of Chinese Mathematicians, Vol. 1 (L. Z. Ji,
K. F. Liu, L. Yang, and S.-T. Yau eds.) (2007), pp. 576-597.
- R. Q. Jia and S. T. Liu,
C^1 spline wavelets on triangulations,
Mathematics of Computation 77 (2008), 287-312.
- R. Q. Jia,
Spline wavelets on the interval with homogeneous
boundary conditions, Advances in Computational Mathematics
30 (2009), 177-200.
- R. Q. Jia, H. Q. Zhao, and W. Zhao,
Convergence analysis of the Bregman method
for the variational model of image denoising, Applied and
Computational Harmonic Analysis 27 (2009), 367-379.
- R. Q. Jia, Approximation by quasi-projection
operators in Besov spaces, Journal of Approximation Theory
162 (2010), 186-200.
- R. Q. Jia and H. Q. Zhao,
A fast algorithm for the total variation model
of image denoising, Advances in Comput. Math.
33 (2010), 231-241.
- R. Q. Jia and W. Zhao,
Riesz Bases of Wavelets and Applications
to Numerical Solutions of Elliptic Equations,
Mathematics of Computation 80 (2011), 1525-1556.
- R. Q. Jia, H. Q. Zhao, and W. Zhao,
Relaxation Methods for Image Denoising
Based on Difference Schemes, Multiscale Modeling and Simulation
(A SIAM Interdisciplinary Journal) 9 (2011), 355-372.