Pseudolinear function: Difference between revisions

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* {{cite journal|ref=harv|first=T.|last=Rapcsak|title=On pseudolinear functions|journal=European Journal of Operational Research|volume=50|issue=3|day=15|month=February|year=1991|pages=353–360|issn=0377-2217|doi=10.1016/0377-2217(91)90267-Y}}
== Further reading ==
* {{cite journal|ref=harv|journal=EuropeanMathematical Journal of Operational ResearchProgramming|volume=6728|issue=2|day=11|month=June|year=1993|pages=278226–286239|doi=10.10161007/0377-2217(93)90069-YBF02612363|publishertitle=ElsevierPseudolinearity Scienceand B.V.efficiency|titlefirst1=FirstKim andLin|last1=Chew|first2=Eng second order characterizations of pseudolinear functionsUng|firstlast2=S.Choo|lastyear=Komlósi1984}}
* {{cite book|ref=harv|title=Invexity and optimization|volume=88|series=Nonconvex optimization and its applications|first1=Shashi Kant|last1=Mishra|first2=Giorgio|last2=Giorgi|publisher=Springer|year=2008|isbn10=3540785620|isbn=9783540785620|chapter=η-Pseudolinearity: Invexity and Generalized Monotonicity}}
* {{cite journal|ref=harv|journal=European Journal of Operational Research|volume=36|issue=3|month=September|year=1988|pages=402–409|doi=10.1016/0377-2217(88)90133-6|publisher=Elsevier Science B.V.|title=Semilocal pseudolinearity and efficiency|first1=R. N.|last1=Kaul|first2=Vinod|last2=Lyall|first3=Surjeet|last3=Kaur}}
* {{cite journal|ref=harv|journal=Journal of Optimization Theory and Applications|volume=87|issue=3|pages=747–755|doi=10.1007/BF02192142|title=On characterizing the solution sets of pseudolinear programs|first1=V.|last1=Jeyakumar|first2=X. Q.|last2=Yang|month=December|year=1995}}
* {{cite journal|ref=harv|journal=European Journal of Operational Research|volume=67|issue=2|day=11|month=June|year=1993|pages=278–286|doi=10.1016/0377-2217(93)90069-Y|publisher=Elsevier Science B.V.|title=First and second order characterizations of pseudolinear functions|first=S.|last=Komlósi}}