@book{cd95fcfc87064773be905ea38216cddf,

title = "An easy way to obtain strong duality results in linear, linear semidefinite and linear semi-infinite programming",

abstract = "In linear programming it is known that an appropriate non-homogeneous Farkas Lemma leads to a short proof of the strong duality results for a pair of primal and dual programs. By using a corresponding generalized Farkas lemma we give a similar proof of the strong duality results for semidefinite programs under constraint qualifications. The proof includes optimality conditions. The same approach leads to corresponding results for linear semi-infinite programs. For completeness, the proofs for linear programs and the proofs of all auxiliary lemmata for the semidefinite case are included.",

keywords = "MSC-90C34, MSC-90C25, MSC-90C05, EWI-3313, IR-65682",

author = "P.C. Pop and Still, {Georg J.}",

note = "Imported from MEMORANDA",

year = "1999",

language = "Undefined",

publisher = "University of Twente, Department of Applied Mathematics",

number = "1493",

}