MM
About
Working in the field of Approximation Theory, a branch of Mathematics with applications in fields as diverse as CAGD, AI, Curves and Surfaces etc.
Employment
Employment history is unavailable.
Education
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ALIGARH MUSLIM UNIVERSITY Ph.D2016 - Present
Projects & Funding
Projects & funding information is unavailable.
Publications (10)
- Approximation and shape preserving properties by nonlinear Lupaş type Bernstein operators of max-product kind Save
- POST-QUANTUM-BERNSTEIN OPERATORS ON A TRIANGULAR DOMAIN AND ASSOCIATED APPROXIMATIONS Save
- Approximation by λ-Bernstein type operators on triangular domain Save
- Extension of Phillips type q-Bernstein Operators on Triangle with one Curved side Save
- Lupaş type Bernstein operators on triangle with one curve side Save
- Convergence of modified Szász-Mirakyan-Durrmeyer operators depending on certain parameters Save
- Lupaş post quantum blending functions and Bézier curves over arbitrary intervals Save
- Lupaş post quantum Bernstein operators over arbitrary compact intervals Save
- Lupaş type Bernstein operators on triangles based on quantum analogue Save
- Phillips-Type q -Bernstein Operators on Triangles Save