Sufficient Conditions for Multiply Constrained Extrema

Thomas I. Vogel
Department of Mathematics
Texas A&M University
College Station, TX 77843
e-mail: tvogel@math.tamu.edu

August 13, 1996

Assume that I and , i=1, , n are smooth functions defined on a Hilbert space . We derive sufficient conditions for I to have a strong local minimum at a point y subject to the n constraints .

• Introduction.
• Non-positive eigenvalues
• Negative eigenvalues
• References
• About this document ...