logsumexp is a convexity aware implementation of \(\log(\sum_i e^{x_i})\)


y = logsumexp(x)


The convex logsumexp operator can be used to perform logistic regression, as illustrated in the example in the exponential cone tutorial


The operator is implemented as callback operator, except when Mosek 9, SCS or ECOS are used and the exponential cone description is exploited in a graph representation.