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1. Weighted Simultaneous Approximation By The Linear Combinations Of Gamma Operators
2. The Approximate Properties Of Some Well-known Operators' Quasi-interpolants
3. Exact Solutions Of Nonlinear Equations And Convexity And Smoothness In A Kind Of Space
4. Studies Of The Equivalent Theorems Of Bézier-type Operators
5. Pointwise Approximation On Baskakov Type Operators
6. Bivariate Spline Method For Numerical Solution Of Partial Differential Equations
7. Totally Convex Functions And The Proximal Point Algorithm In Banach Spaces
8. Some Convexities And Smoothnesses In Banach Space And Their Applications
9. Approximation Theory In Holomorphic Function Spaces
10. Some Properties Of Refinement Equations With Infinitely Supported Masks
11. The Exposed Points, Uniformly Noncreasy And The Smoothness In Generalized Orlicz Spaces
12. Certain Linear Operator And The Proposed Interpolation Approximation Theorem
13. Simultaneous Approximation For Baskakov-type Oprators
14. The Pointwise Result Of Weighted Simultaneous Approximation By Bernstein Type Operators
15. Simultaneous Approximation For Combinations Of Szász-type Operators
16. K-convexity, K-smoothness, Near-convexity And Near-smoothness In Banach Spaces
17. The Approximation Of Lupas-Baskakov-Type Operators
18. The Weighted Approximation Of Some Linear Operators
19. On Some Problems Of Particle Models
20. The Approximation Research Of Bernstein Type Operators
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