Integral Representation of Harmonic Functions Defined Outside a Compact Set in a Harmonic Space |
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| Authors: | Al Hemedan S. Damlakhi M. |
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| Affiliation: | (1) King Saud University, P.O. Box 22452, Code No 11475, Riyadh, Kingdom of Saudi Arabia |
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| Abstract: | Given here is an integral representation for any harmonic function u 0 defined outside a compact set in a Brelot harmonic space  with or without positive potentials by means of signed measurers on . This generalizes the Bôcher theorem on positive harmonic singularities in  ;n, n2. |
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| Keywords: | Bô cher theorem flux |
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