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VI: 17, 173-176, LNM 258 (1972)
MOKOBODZKI, Gabriel
Pseudo-quotient de deux mesures par rapport à un cône de potentiels. Application à la dualité (Potential theory)
The last four pages of this paper have been omitted by mistake, and appear in the following volume as 729. The general results concerning the axiomatically defined cones of potentials (see for instance the author's exposition in Séminaire Bourbaki, 1969-70, 377) are quickly reviewed first, and then applied to the following problem concerning the potential kernel $V$ of a resolvent: given a pair of measures $\lambda\le\mu$ in the sense of balayage, then we have $\lambda V\le \mu V$ in the ordinary sense. The corresponding density (dominated by $1$) does not depend on the resolvent, but only on the potential cones of excessive functions and potentials associated with it, and a way to compute it is indicated
Keywords: Cones of potentials
Nature: Original
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