PhD Dissertation at the University of Basrah Explores Bivariate Approximations of Linear Operators
A PhD dissertation at the College of Science, University of Basrah, investigated the optimal approximation using a bivariate GBS sequence for positive linear operators.
The dissertation, submitted by student Ahmed Fadhil Jabbar, aimed to present three innovative and detailed modifications of classical Baskakov operator sequences and conduct a comprehensive study of the conventional approximation of unbounded functions.
The dissertation comprised five chapters in which the student discussed an in-depth analysis of various approximation theories related to these operators, focusing on both positive and negative operators.
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