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2. On Compact Singularities for regular functions of one quaternionic varibale

Author

Adams, W.W., Berenstein, C.A., Loustaunau, P., Sabadini, I., and Struppa, D.C.

Abstract

We prove that regular functions of one quaternionic variahle which satisfy a large class of differential equations cannot have compact singulanties. This result is equivalent to the fact that a large family of 8 × 4 matrices has torsion-free cokernel. The result (obvrons in inc complex case) eaisly extends to Clifford algebray.

Published
1996
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