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so this is basically on a on a work with Andi and also if I have the time I will mention another related work at the end at the end of the talk so this is the line I will startop with the motivation for the for this problem you already heard about the equality then I will spend some time in recording some basic classical results about gion and gion sem groups and L [Music] concavity then speak about what happens when you look at the transform in this context and then go back to the motivation which was understanding the evolution of product here and hope I will have time to discuss the the non-even case to okay so we are working on our end I will note B2 n the ukian B you already saw this notation uh given a convex body K I will note K polar this set so is the set of all hyper plain tangent to the boundary the convex h of this so uh this uh this definition is of course Very Much dependent on the choice of the origin but first note that if you take the operation twice this is basically

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