We investigate infinitely divisible distributions on cones in Fréchet spaces. We show that every infinitely divisible distribution concentrated on a normal cone has the regular Lévy–Khintchine representation if and only if the cone is regular. These results are relevant to the study of multidimensional subordination.

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Despite widespread acceptance that their emissions accelerate climate change and its disastrous ecological effects, new fossil fuel extraction projects continue apace, further entrenching dependence, thereby enacting particular futures. In this article, we examine how is occurring in the case of a proposed onshore shale gas “fracking” industry remote Northern Territory Australia, drawing on pol...