Control of Botrytis cinerea in Rosa cv. Gold Strike by means of chemical postharvest dips and SO2 treatment.

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Postharvest control of Botrytis Cinerea in selected<I> Leucospermum </I>cultivars

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Inequalities And Entanglements For Percolation And Random-Cluster Models

. We discuss inequalities and applications for percolation and randomcluster models. The relevant areas of methodology concern the following two types of inequality: inequalities involving the probability of a general increasing event, and certain di#erential inequalities involving the percolation probability. We summarise three areas of application of such inequalities, namely strict inequality between the bond and site critical percolation probabilities of a general graph, the general study of entanglements in percolation, and strict inequalities for critical points of disordered random-cluster models. 1. Introduction Harry Kesten&apos;s achievements across probability theory continue to be enormously influential and stimulating, and nowhere more so than in the study of spatial random processes. The results reported in this paper have been inspired in part by Harry&apos;s beautiful work on percolation. Inequalities are central to the mathematics of disordered physical systems such as percolati..