Brackx F.

Constales D.

D. EELBODE

F. BRACKX

Fegan H. D.

Guerlebeck K.

L. VAN DE VOORDE

T. RAEYMAEKERS

 In the Clifford analysis context a specific type of solution for the higher spin Dirac operators [Formula: see text] is studied; these higher spin Dirac operators can be seen as generalizations of the classical Rarita–Schwinger operator. To that end subspaces of the space of triple monogenic polynomials are introduced and their algebraic structure is investigated. Also a dimensional analysis is carried out. </jats:p

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International Journal of Mathematics

TRIPLE MONOGENIC FUNCTIONS AND HIGHER SPIN DIRAC OPERATORS

https://biblio.ugent.be/publication/1938063/file/1938064.pdf

TRIPLE MONOGENIC FUNCTIONS AND HIGHER SPIN DIRAC OPERATORS

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