
- PERFECT SPLINE APPROXIMATION Y.-K. HU AND X. M. YU
- COPOSITIVE POLYNOMIAL AND SPLINE APPROXIMATION Yingkang Hu, Dany Leviatan 1 and Xiang Ming Yu
- Discrete Modulus of Smoothness of Splines with Equally Spaced Knots Yingkang Hu y and Xiang Ming Yu z
- 1 Copositive Approximation 3 1.1 Introduction . . . . . . . . . . . . . . . . . . . . . . . . . . 4
- CONVEXITY PRESERVING APPROXIMATION BY FREE KNOT SPLINES
- CONVEX POLYNOMIAL AND SPLINE APPROXIMATION IN C[\Gamma1; 1]
- On Efficiency of Optimization in Fuzzy c-Means
- AN ALGORITHM OF DATA REDUCTION FREE KNOT SPLINE MODELLING
- CONVEX APPROXIMATION BY QUADRATIC SPLINES Yingkang Hu
- Copositive polynomial approximation in C[0; 1] Yingkang Hu 1 , Dany Leviatan 2 and Xiang Ming Yu 3
- MODIFIED ADAPTIVE ALGORITHMS YINGKANG HU, KIRILL A. KOPOTUN, AND XIANG MING YU
- On Equivalence of Moduli of Smoothness It is known that if f 2 W k
- AN ALGORITHM OF DATA REDUCTION FREE KNOT SPLINE MODELLING
- On Positive and Copositive Polynomial and Spline Approximation in Lp ,1; 1 ; 0 p 1
- CONVEX POLYNOMIAL AND SPLINE APPROXIMATION IN L p , 0 ! p ! 1
- The Degree of Copositive Approximation and a Computer Algorithm Yingkang Hu y and Xiang Ming Yu z
- Discrete Modulus of Smoothness of Splines with Equally Spaced Knots Yingkang Huy and Xiang Ming Yuz
- On Positive and Copositive Polynomial and Spline Approximation in L p
- MODIFIED ADAPTIVE ALGORITHMS # YINGKANG HU + , KIRILL A. KOPOTUN # , AND XIANG MING YU
- CONVEXITY PRESERVING APPROXIMATION BY FREE KNOT SPLINES
- CONVEX APPROXIMATION BY QUADRATIC SPLINES Yingkang Hu
- CONVEX POLYNOMIAL AND SPLINE APPROXIMATION IN C ,1;1
- The Degree of Copositive Approximation and a Computer Algorithm Yingkang Huy and Xiang Ming Yuz
- CONVEX POLYNOMIAL AND SPLINE APPROXIMATION IN Lp, 0 p 1
- SOME ESTIMATES FOR CONVEX POLYNOMIAL APPROXIMATION IN Lp
- GLOBAL OPTIMIZATION IN CLUSTERING USING HYPERBOLIC CROSS POINTS
- Approximation Spaces for Perfect Spline Approximation
- Copositive polynomial approximation in C 0; 1 Yingkang Hu1
- SOME ESTIMATES FOR CONVEX POLYNOMIAL APPROXIMATION IN L p
- On Equivalence of Moduli of Smoothness Yingkang Hu
- ON EQUIVALENCE OF MODULI OF SMOOTHNESS OF POLYNOMIALS IN Lp, 0 < p
- PERFECT SPLINE APPROXIMATION Y.-K. HU AND X. M. YU
- COPOSITIVE POLYNOMIAL AND SPLINE APPROXIMATION Yingkang Hu, Dany Leviatan1
- Discrete Modulus of Smoothness of Splines with Equally Spaced Knots Yingkang Huy and Xiang Ming Yuz
- ON EQUIVALENCE OF MODULI OF SMOOTHNESS OF POLYNOMIALS IN Lp, 0 < p 1
- Copositive polynomial approximation in C[0, 1] Yingkang Hu1, Dany Leviatan2 and Xiang Ming Yu3
- Constrained Approximation in Sobolev Spaces Y. K. Hu K. A. Kopotun
- GLOBAL OPTIMIZATION IN CLUSTERING USING HYPERBOLIC CROSS POINTS
- CONVEX APPROXIMATION BY QUADRATIC SPLINES Yingkang Hu
- 1 On Efficiency of Optimization
- Contents_________ 1 Copositive Approximation 3
- Constrained Approximation in Sobolev Spaces Georgia Southern University
- POSITIVE AND COPOSITIVE SPLINE APPROXIMATION IN L p [0; 1] Yingkang Hu
- SIAMVJ.oNUMER.lANAL.. 38, No. 3, pp. 1013-10cO20003Society3for Industrial and A* *pplied Mathematics
- On Positive and Copositive Polynomial and Spline Approximation in Lp [-1, 1], 0 < p < 1
- On Equivalence of Moduli of Smoothness Yingkang Hu
- ON MULTIVARIATE ADAPTIVE APPROXIMATION Y. K. HU*, K. A. KOPOTUNy, AND X. M. YUz
- SOME ESTIMATES FOR CONVEX POLYNOMIAL APPROXIMATION IN Lp
- CONVEXITY PRESERVING APPROXIMATION BY FREE KNOT SPLINES
- POSITIVE AND COPOSITIVE SPLINE APPROXIMATION IN Lp[0, 1] Yingkang Hu
- PERFECT SPLINE APPROXIMATION Y.-K. HU AND X. M. YU
- Approximation Spaces for Perfect Spline Approximation
- Weak Copositive and Intertwining Approximation Georgia Southern University
- Constrained Approximation in Sobolev Spaces Georgia Southern University
- CONVEX POLYNOMIAL AND SPLINE APPROXIMATION IN Lp, 0 < p < 1
- AN ALGORITHM OF DATA REDUCTION FREE KNOT SPLINE MODELLING
- COPOSITIVE POLYNOMIAL AND SPLINE APPROXIMATION Yingkang Hu, Dany Leviatan1and Xiang Ming Yu
- The Degree of Copositive Approximation and a Computer Algorithm Yingkang Huy and Xiang Ming Yuz
- Weak Copositive and Intertwining Approximation Y. K. Hu K. A. Kopotun
- Weak Copositive and Intertwining Approximation Georgia Southern University