Algorithms for Constrained Minimization of Smooth Nonlinear Functions (Mathematical programming study)

The Watchdog Technique For Forcing Convergence In Algorithms For Constrained Optimization / R.m. Chamberlain [and Others] -- Reduced Quasi-newton Methods With Feasibility Improvement For Nonlinearly Constrained Optimization / D. Gabay -- A Superlinearly Convergent Algorithm For Constrained Optimization Problems / D.q. Mayne And E. Polak -- Computation Of The Search Direction In Constrained Optimization Algorithms / W. Murray And M.h. Wright -- A Projected Lagrangian Algorithm And Its Implementation For Sparse Nonlinear Constraints / B.a. Murtagh And M.a. Saunders -- On Some Experiments Which Delimits The Utility Of Nonlinear Programming Methods For Engineering Design / E. Sandgren And K.m. Ragsdell -- Determining Feasibility Of A Set Of Nonlinear Inequality Constraints / R. Schnabel -- Conjugate Gradient Methods For Linearly Constrained Nonlinear Programming / D.f. Shanno And R.e. Marsten -- Asymptotic Properties Of Reduction Methods Applying Linearly Constrained Reduced Problems / C. Van Der Hoek. Edited By A.g. Buckley And J.-l. Goffin. Based On The Tenth Mathematical Programming Symposium Held In Montreal In August, 1979. Includes Bibliographical References. The watchdog technique for forcing convergence in algorithms for constrained optimization / R.M. Chamberlain ... [et al.] Reduced quasi-Newton methods with feasibility improvement for nonlinearly constrained optimization / D. Gabay A superlinearly convergent algorithm for constrained optimization problems / D.Q. Mayne and E. Polak Computation of the search direction in constrained optimization algorithms / W. Murray and M.H. Wright A projected Lagrangian algorithm and its implementation for sparse nonlinear constraints / B.A. Murtagh and M.A. Saunders On some experiments which delimits the utility of nonlinear programming methods for engineering design / E. Sandgren and K.M. Ragsdell Determining feasibility of a set of nonlinear inequality constraints / R. Schnabel Conjugate gradient methods for linearly constrained nonlinear programming / D.F. Shanno and R.E. Marsten Asymptotic properties of reduction methods applying linearly constrained reduced problems / C. van der Hoek.