A UNIFIED THEORY FOR CONSTRAINED MINIMIZATION ON HILBERT SPACE.
MASSACHUSETTS INST OF TECH CAMBRIDGE INSTRUMENTATION LAB
Pagination or Media Count:
A codification, involving new, as well as known, results from several areas of investigation of the problem of constrained minimization, is presented in a unified geometric treatment. Specifically, a unified theory is given for the local minimization of a smooth functional phiu, subject to a set of q smooth functional equality constraints psisub k u 0, phi and the psisub k being defined on a Hilbert space H. There are two complementary theories. Author
- Theoretical Mathematics
- Operations Research