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The Bicomplex Dual Fractional Hankel Transform
We provide a concrete characterization of the Bergman space of bicomplex-valued bc-meromorphic functions with a strong pole at the origin of the...
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Mean Value Theorems for Bicomplex Harmonic Functions
Mean value theorems appear as fundamental tools in the analysis of harmonic functions and elliptic partial differential equations. In the present...
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Bicomplex Analogs of Segal–Bargmann and Fractional Fourier Transforms
We consider and discuss some basic properties of the bicomplex analog of the classical Bargmann space. The explicit expression of the integral...
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Many-Parameter Quaternion Fourier Transforms for Intelligent OFDM Telecommunication System
In this paper, we aim to investigate the superiority and practicability of many-parameter quaternion Fourier transforms (MPQFT) from the physical... -
Prologue
Abstract -
Complements in Linear Algebra
We first present a number of elementary (and less elementary) exercises on complex numbers. We also discuss briefly the skew field of quaternions and...