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let f:[0,infinity) approach to R be convex , non negative and f(0)=0 then a convex function on [0,infinity)is defined by f(X)=(1/x)(integral(f(t)) from 0 to x,F(0)=0
let f:[0,infinity) approach to R be convex , non negative and f(0)=0 then a convex function on [0,infinity)is defined by f(X)=(1/x)(integral(f(t)) from 0 to x,F(0)=0
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Nonlinear Controllability And Optimal Control
Authors: H. J. Sussmann
1st Edition
1351428330, 9781351428330
