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It is proved that any A-valued analytic function in an open subset Ω of Rm may be extended to a monogenic function in a suitable open neighbourhood Ωof Ω in Rm+1. This result is applied to define a product between monogenic functions, which in its turn is used to determine a hypercomplex exponential function
†Aspirant N.F.W.O. (Belgium)
†Aspirant N.F.W.O. (Belgium)
†Aspirant N.F.W.O. (Belgium)
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