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so this is joint work with lots of lovely people and so so a lot of the talks in this workshop are about continuous optimization problems and using hyperbolic palm we also saw that this is not one of them that we are going to solve a discrete optimization problem so things of this form so you have a function and subsets of size K of n elements and you want to maximize this this is a very generic one but polynomials are going to show up and the vapor mules are going to show up our you canamp;#39;t you should think of this function as encoding the coefficients of a polynomial and we are going to use this power mule and its properties to basically do this discrete optimization so just to make sure we are all on the same page for for each subset of size K you just form a monomial out of the N variables and the value of the function just gives you the coefficient of those monomial in the poem so so there is there is one very specific example of discrete optimization thatamp;#39;s