Integral Theorems for Functions and Differential Forms in C(m)

By R. Rocha-chávez, M. Shapiro, F. Sommen. 2001

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Fundaments of Hermitean Clifford Analysis Part I: Complex Structure (2007, methodology): “For further account of Hermitean Clifford analysis and some of its applications, we refer to [5–8].”
The Hermitian Clifford Analysis Toolbox (2008, methodology): “This decomposition was already studied in [6] from the function theoretic point of view and a Cauchy integral formula leading to two Martinelli-Bochner formulae and an alternative Koppelman formula has been obtained.”
A matrix Hilbert transform in Hermitean Clifford analysis (2008, background): “Complex Dirac operators were already studied in [14–16]; however, a systematic development of the associated function theory including the invariance properties with respect to the underlying Lie groups and Lie algebras is still in full progress, see [2,3,9].”