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Article
Cauchy type integrals and a boundary value problem in a complex Clifford analysis
Clifford analysis is an important branch of modern analysis; it has a very important theoretical significance and application value, and its conclusions can be applied to the Maxwell equation, Yang-Mill field ...
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Article
Cauchy Integral Formula on the Distinguished Boundary with Values in Complex Universal Clifford Algebra
As an integral representation for holomorphic functions, Cauchy integral formula plays a significant role in the function theory of one complex variable and several complex variables. In this paper, using the ...
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Article
Open AccessTwo-sided fractional quaternion Fourier transform and its application
In this paper, we introduce the two-sided fractional quaternion Fourier transform (FrQFT) and give some properties of it. The main results of this paper are divided into three parts. Firstly we give a definiti...
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Article
Fractional Clifford–Fourier Transform and its Application
In this paper, we consider a version of the fractional Clifford–Fourier transform (FrCFT) and study its several properties and applications to partial differential equations in Clifford analysis. First, we giv...
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Article
Two-Sided Fourier Transform in Clifford Analysis and Its Application
In this paper, we first define a two-sided Clifford Fourier transform(CFT) and its inverse transformation on \(L^{1}\) L 1 space. Then we study the differential of the two-sided CFT, the k-th power of $$F ...
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Article
Facile preparation of macro-mesoporous zirconium titanate monoliths via a sol–gel reaction accompanied by phase separation
Macro-mesoporous zirconium titanate monoliths have been successfully prepared via a sol–gel process accompanied by phase separation, with poly(ethylene oxide) (PEO) as a phase separation inducer and N-methylforma...
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Article
Open AccessSome properties of a T operator with B-M kernel in the complex Clifford analysis
Teodorescu operator, or T-operator, plays an important role in Vekua equation systems and the generalized analytic function theory. It is a generalized solution to the nonhomogeneous Dirac equation. The proper...
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Article
A New Cauchy Integral Formula in the Complex Clifford Analysis
In this paper, we construct an analogue of Bochner–Martinelli kernel based on theory of functions of several complex variables in complex Clifford analysis, which has generalized complex differential forms wit...