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20112019
most citedGelfand-Tsetlin Bases of Orthogonal Polynomials in Hermitean Clifford Analysis

13 citations · 42 across the 13 of their papers we have counts for

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5 papers · 1 filter

math.CA2016★ 6 cited

On the radial derivative of the delta distribution

Fred Brackx, Frank Sommen, Jasson Vindas

Possibilities for defining the radial derivative of the delta distribution in the setting of spherical coordinates are explored. This leads to the introduction o…

math.CA2014★ 3 cited

Fundaments of Quaternionic Clifford Analysis III: Fischer Decomposition in Symplectic Harmonic Analysis

Fred Brackx, Hennie De Schepper, David Eelbode +2

In the framework of quaternionic Clifford analysis in Euclidean space , which constitutes a refinement of Euclidean and Hermitian Clifford analysis, the Fischer de…

math.CA2012

Harmonic and Monogenic Potentials in Low Dimensional Euclidean Half-Space

Fred Brackx, Hendrik De Bie, Hennie De Schepper

In the framework of Clifford analysis, a chain of harmonic and monogenic potentials in the upper half of Euclidean space R^{m+1} was constructed recently, including a higher dimens…

math.CA2012

Distributional Boundary Values of Harmonic Potentials in Euclidean Half-space as Fundamental Solutions of Convolution Operators in Clifford Analysis

Fred Brackx, Hendrik De Bie, Hennie De Schepper

In the framework of Clifford analysis, a chain of harmonic and monogenic potentials in the upper half of Euclidean space $\mR^{m+1}$ was recently constructed, including a higher di…

math.CA2012★ 1 cited

On a Chain of Harmonic and Monogenic Potentials in Euclidean Half-space

Fred Brackx, Hendrik De Bie, Hennie De Schepper

In the framework of Clifford analysis, a chain of harmonic and monogenic potentials is constructed in the upper half of Euclidean space $\mR^{m+1}$, including a higher dimensional…