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Analysis Study Research Paper | Mathematics | India | Volume 14 Issue 3, March 2025 | Rating: 4.5 / 10
A Study of Fixed Point for Two Continuous Random Operators in 2-Hilbert Space
A. S. Saluja
Abstract: In this paper, we construct a sequence of measurable functions and examine its convergence to the common random fixed point of two continuous random operators defined on a non-empty closed subset of a separable 2-Hilbert space. To obtain the random fixed point of these operators, we employ a rational inequality and the parallelogram law.
Keywords: Separable 2-Hilbert Space, Random operators, Measurable function, Common random fixed point
Edition: Volume 14 Issue 3, March 2025,
Pages: 798 - 799