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| 1 | BIVARIATE BLENDING RATIONAL INTERPOLANTS显示文摘Bath the Newton inter polating polynomials and the Thiele-type inter polating continued fractions based on inverse differences are used to construct a kind of blending rational inter polants and an error estimation is grven. | Tan Jieqing(Hefei University of Technology, China) | 1999 | Analysis in Theory and Applications1999，15，2： | 30 |
| 2 | VECTOR VALUED RATIONAL INTERPOLANTS BY TRIPLE BRANCHED CONTINUED FRACTIONS显示文摘VECTORVALUEDRATIONALINTERPOLANTSBYTRIPLEBRANCHEDCONTINUEDFRACTIONSTANJIEQINGANDTANGSHUOAbstract.Triplebranchedcontinuedfract... | TAN JIEQING AND TANG SHUO | 1997 | Applied Mathematics(A Journal of Chinese Universities)1997，12，1： | 8 |
| 3 | Coalfield structure and structural controls on coal in China显示文摘The occurrence of coal-bearing strata in a variety of coal-bearing basins of China is characterized by late tectonic deformation and remarkable spatial and geochronologic differences.The main controlling factors,which determine the tectonic framework of coalfields,include the geodynamic environment,tectonic evolution,deep structures,tectonic stress,and lithologic combination of the coal measures.The Chinese continent has experienced multi-stage tectonic movements since the Late Paleozoic.The spatial and temporal heterogeneity of its continental tectonic evolution,the complexity of its basement properties,and its stratigraphic configurations control the tectonic framework of its coalfields’present complex and orderly patterns.The concept of coal occurrence structural units is proposed in this paper and is defined as the structural zoning of coal occurrence.China’s coalfields are divided into five coal occurrence structural areas,and the structural characteristics of the coalfields in five main coal occurrence areas throughout the country are summarized.Based on the analysis of the relationship between the structure characteristics and occurrence of coal in these coalfields,the coal-controlling structures are divided into six groups:extensional structural styles,compressional structural styles,shearing and rotational structural styles,inverted structural styles,sliding structural styles,and syn-depositional structural styles.In addition,the distribution of coal-controlling structural styles is briefly summarized in this paper. | Daiyong Cao Anmin Wang Shuzheng Ning Huantong Li Aijun Guo Limin Chen Kang Liu Jieqing Tan Zhihong Zheng | 2020 | International Journal of Coal Science & Technology2020，7，2： | 2 |
| 4 | The Dual Functionals for the Generalized Ball Basis of Wang-Said Type and Basis Transformation Formulas显示文摘The generalized Ball curves of Wang-Said type with a position parameter L not only unify the Wang-Ball curves and the Said-Ball curves, but also include several useful intermediate curves. This paper presents the dual functionals for the generalized Ball basis of Wang-Said type. The relevant basis transformation formulae are also worked out. | Ping Jiang Hongyi Wu Jieqing Tan | 2006 | Numerical Mathematics A Journal of Chinese Universities(English Series)2006，15，3： | 2 |
| 5 | Newton-Thiele’s rational interplants显示文摘 | Jieqing Tan Yi Fang | 2000 | Nu-merical Algorithms2000，24，2： | 1 |
| 6 | Bivariate composite vector valued interpolation显示文摘 | Jieqing Tan ShuoTang | 2000 | Mathematics of Computation2000，69，232： | 1 |
| 7 | GMM parameter estimation based on split EM algorithm显示文摘 | ZHONG Jinqin GU Lichuan TAN Jieqing | 2012 | Computer Engineering and Application2012，48，34： | 1 |
| 8 | A new approach to the image resizing using in-terpolating rational-linear splines by continued fractions显示文摘 | Hu Min Tan Jieqing | 2005 | Jounal of Information&Computational Science2005，2，4： | 1 |
| 9 | Shape preserving piecewise rational biquartic surfaces显示文摘 | Wang Qiang Tan Jieqing | 2006 | Journal of Information and Computational Science2006，3，2： | 1 |
| 10 | Rational quartic spline involving shape parameters显示文摘 | Wang Qiang Tan Jieqing | 2004 | Journal of information and Computational Science2004，1，1： | 1 |
| 11 | Newton-Thiele' s rational interpolants 显示文摘 | TAN JIEQING FANG YI | 2000 | Numerical Algorithms2000，12，24： | 1 |
| 12 | A note on matrix valued rational interpolants显示文摘 | Zhu Gongqin Tan Jieqing | 1999 | J Comput Appl Math1999，110，： | 1 |
| 13 | The conditions of convexity for Bernstein- B6zier surfaces over triangles显示文摘 | Liu Zhi Tan Jieqing Chen Xiaoyan | 2010 | Computer Aided Geometric Design2010，27，6： | 1 |
| 14 | Newton-Thiele's rational interpolants 显示文摘 | Tan Jieqing Fang Yi | 2000 | Numerical Algorithms2000，，24： | 1 |
| 15 | Newton Thiele' s rational interpolants显示文摘 | Tan Jieqing Fang yi | 2000 | Numerical Algorithms2000，24，： | 1 |
| 16 | Adaptive Osculatory Rational Interpolation for Image Processing显示文摘 | Hu Min Tan Jieqing | 2006 | Journal of Computational and Applied Mathematics2006，195，5： | 1 |
| 17 | Rational quartic spline involving shape parameters显示文摘 | Wang Qiang Tan Jieqing | 2004 | Journal of Information & Computational Science 12004，1，： | 1 |
| 18 | Newton-Thiele's rational interpolants显示文摘 | Tan Jieqing Fang Yi | 2000 | Numerical Algorithms2000，24，： | 1 |
| 19 | Rational quartic spline involving shape parameters显示文摘 | Wang Qiang Tan Jieqing | 2004 | Journal of Information and Compu tational Science2004，1，1： | 1 |
| 20 | A new four- point shape-preserving C3 subdivision scheme 显示文摘 | TAN Jieqing ZHUANG Xinglong LI Zhang | 2014 | Computer Aided Geometric Design2014，31，1： | 1 |
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