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In this note we prove that the local martingale part of a convex function f of a d-dimensional semimartingale X = M + A can be written in terms of an Itô stochastic integral H(X)dM , where H(x) is some measurable choice of subgradient ∇f (x) of f at x, and M is the martingale part of X. This result was first proved by Bouleau in [2]. Here we present a new(More)
Perennial ryegrass (Lolium perenne L.) is one of the most widely grown forage grasses in temperate agriculture. In order to maintain and increase its usage as forage in livestock agriculture, there is a continued need for improvement in biomass yield, quality, disease resistance, and seed yield. Genetic gain for traits such as biomass yield has been(More)
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