MFCQMangasarian-Fromowitz Constraint Qualification (mathematics)
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A point [bar.x] [member of] y is called regular for problem (1) if the Mangasarian-Fromovitz Constraint Qualification (MFCQ) holds at [bar.x], that is, if the following implication is satisfied:
We now prove that, for sufficiently large k [member of] M', the MFCQ holds at [mathematical expression not reproducible].
There are many well-known constraint qualifications, such as LICQ, MFCQ, CRCQ, RCR, CPLD, and RCPLD.