In nonlinear analysis, Lipschitz constants play very important role for ensuring uniqueness of solutions and continuity in solutions. So is there any practical techniques available to compute Lipschitz constants. Yes, it is always possible to go with first partial derivative (Jacobian) with respect to a particular variable. But is there any other methods?
Richard Epenoy
Hi, I thave found the reference of this paper that can be useful :
https://link.springer.com/article/10.1007/BF00229304
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Gianluca Argentini
Dear Madan, Mr. Epenoy suggestion is good, other informations useful for you can be found at following link (for multivariate nonlinear function). Gianluca
https://math.stackexchange.com/questions/755233/how-to-compute-lipschitz-constant-for-multivariate-function-fx-y-1-xy
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