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Listed below, are sorted by year, the publications appearing in the HAL open archive.

Order antimorphisms of finite-dimensional cones
- Walsh Cormac
Selecta Mathematica (New Series), Springer Verlag, 2020, 26 (4), pp.paper number 53. We show that an order antimorphism on a finite-dimensional cone having no one-dimensional factors is homogeneous of degree −1. A consequence is that the existence of an order antimorphism on a finite-dimensional cone implies that the cone is a symmetric cone.