
handle: 2158/1102731
The content of the article may be best described by a citation form the author's introduction: ``In the present work we study essentially the properties of domains of regularity of \(\mathbb{H}^ n\). Among other results, we prove a theorem of Cartan-Thullen type, which asserts that every domain of regularity of \(\mathbb{H}^ n\) is regularly convex, and we give a differential geometric condition on the boundary of a domain of regularity. \dots In the last section we study the problem of the local regular extendibility of functions defined on hypersurfaces of \(\mathbb{H}^ n\) and we prove a theorem of Hans Lewy type''.
Fueter' operator, regular functions of several quaternionic variables, Analytic continuation, Functions of hypercomplex variables and generalized variables, domain of regularity, quaternion analysis, functions of several quaternion variables
Fueter' operator, regular functions of several quaternionic variables, Analytic continuation, Functions of hypercomplex variables and generalized variables, domain of regularity, quaternion analysis, functions of several quaternion variables
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