Sensitivity Analysis Of Mixed Cayley Inclusion Problem With Xor-Operation

Imran Ali, Mohd. Ishtyak, Rais Ahmad, Ching-Feng Wen

SYMMETRY-BASEL(2020)

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摘要
In this paper, we consider the parametric mixed Cayley inclusion problem with Exclusive or (XOR)-operation and show its equivalence with the parametric resolvent equation problem with XOR-operation. Since the sensitivity analysis, Cayley operator, inclusion problems, and XOR-operation are all applicable for solving many problems occurring in basic and applied sciences, such as financial modeling, climate models in geography, analyzing "Black Box processes", computer programming, economics, and engineering, etc., we study the sensitivity analysis of the parametric mixed Cayley inclusion problem with XOR-operation. For this purpose, we use the equivalence of the parametric mixed Cayley inclusion problem with XOR-operation and the parametric resolvent equation problem with XOR-operation, which is an alternative approach to study the sensitivity analysis. In support of some of the concepts used in this paper, an example is provided.
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关键词
parametric,Cayley,Lipschitz,XOR-operation,sensitivity
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