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What is Extended Beta Szász-Schurer Operators about?

This article introduces generalized beta extensions of Szász-Schurer integral type operators and examines their approximation properties. The authors calculate estimates for these operators and explore uniform convergence and order of approximation using Korovkin-type theorems and modulus of continuity. Additionally, local and global approximation properties are analyzed in relation to various functional spaces.

Author

nandkishorjha1982hari

Language

EN