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In this paper we present parallel theories on constructing Wiener algebras in the bicomplex setting. With the appropriate symmetry condition, the bicomplex matrix valued case can be seen as a complex valued case and, in this matrix valued case, we make the necessary connection between bicomplex analysis and complex analysis with symmetry. We also write an application to superoscillations in this case.


This article was originally published in Analysis and Mathematical Physics, volume 13, in 2023.

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This work is licensed under a Creative Commons Attribution 4.0 License.

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