Clifford analysis offers suited framework for a unified treatment of higher-dimensional
phenomena. This paper is concerned with boundary value problems for higher order Dirac …

In this paper we study the Dirichlet problem in the ball for the so-called inframonogenic
functions, ie the solutions of the sandwich equation∂ x _ f∂ x _= 0, where∂ x _ stands for …

Let Ω⊂ ℝ m Ω ⊂ R^ m be a bounded regular domain, let∂ x _ ∂ _\_ x be the standard
Dirac operator in ℝ m R^ m, and let ℝ 0, m R _ 0, m be the Clifford algebra constructed over …

The Clifford algebra language allows us to consider natural generalizations of the Lamé–
Navier system. The aim of this paper is to study the Dirichlet problem for these generalized …

A note on higher order Dirac operators in Clifford analysis Skip to content Should you have
institutional access? Here's how to get it ... De Gruyter € EUR - Euro £ GBP - Pound $ USD …

A finales de los anos 70, el término análisis de Clifford fue empleado por primera vez por el
matemático norteamericano John Ryan. Han pasado varias décadas y esta autónoma …

Clifford analysis offers suited framework for a unified treatment of higher-dimensional
phenomena. This paper is concerned with boundary value problems for higher order Dirac …

In the framework of Clifford analysis, we study a second‐order elliptic (generally nonstrongly
elliptic) system of partial differential equations of the form: ν∂ x _ f ϑ∂ x _= 0 &# x0005E; …