J. Tolle

发表

On the Local Convergence of Quasi-Newton Methods for Constrained Optimization

P. Boggs, J. Tolle, Pyng Wang, 1982 .

The Nonlinear Complementarity Problem: Existence and Determination of Solutions

J. Tolle, M. Fisher, 1977 .

Sequential Quadratic Programming

Paul T. Boggs, Jon W. Tolle, P. Boggs, 1995, Acta Numerica.

A family of descent functions for constrained optimization

P. Boggs, J. Tolle, 1984 .

Augmented Lagrangians which are quadratic in the multiplier

P. Boggs, J. Tolle, 1980 .

A strategy for global convergence in a sequential quadratic programming algorithm

P. Boggs, J. Tolle, 1989 .

Exact penalty functions in nonlinear programming

Jon W. Tolle, Floyd J. Gould, F. J. Gould, 1973, Math. Program..

A NECESSARY AND SUFFICIENT QUALIFICATION FOR CONSTRAINED OPTIMIZATION

F. J. Gould, J. Tolle, 1971 .

A Practical Algorithm for General Large Scale Nonlinear Optimization Problems

Paul T. Boggs, Jon W. Tolle, Anthony J. Kearsley, 1999, SIAM J. Optim..

A Truncated SQP Algorithm for Large Scale Nonlinear Programming Problems

Anthony J. Kearsley, P. Boggs, J. Tolle, 1992 .

Differential Stability in Nonlinear Programming

J. Tolle, J. Gauvin, 1977 .

A Global Convergence Analysis of an Algorithm for Large-Scale Nonlinear Optimization Problems

Paul T. Boggs, Jon W. Tolle, Anthony J. Kearsley, 1999, SIAM J. Optim..

Sequential quadratic programming for large-scale nonlinear optimization

P. Boggs, J. Tolle, 2000 .

Hierarchical Control of a Linear Diffusion Equation

Paul T. Boggs, Jon W. Tolle, Anthony J. Kearsley, 2003 .

A unified approach to complementarity in optimization

Jon W. Tolle, Floyd J. Gould, F. J. Gould, 1974, Discret. Math..

A sparse sequential quadratic programming algorithm

J. Tolle, R. Nickel, 1989 .

A class of methods for solving large, convex quadratic programs subject to box constraints

Jon W. Tolle, Eugene K. Yang, J. Tolle, 1991, Math. Program..

A Sequential Quadratic Programming Algorithm for Solving Large, Sparse Nonlinear Programs.

J. Tolle, R. Nickel, 1984 .

An existence theorem for solutions tof(x) = 0

Jon W. Tolle, Floyd J. Gould, F. J. Gould, 1976, Math. Program..

A New Simplicial Approximation Algorithm With Restarts: Relations Between Convergence and Labelings

F. J. Gould, J. Tolle, M. Fisher, 1977 .

A Simplicial Approximation Algorithm for Solving Systems of Nonlinear Equations.

F. J. Gould, J. Tolle, M. Fisher, 1974 .

An efficient strategy for utilizing a merit function in nonlinear programming algorithms

Paul T. Boggs, Jon W. Tolle, P. Boggs, 1986 .

Complementary pivoting on a pseudomanifold structure with applications in the decision sciences

F. J. Gould, J. Tolle, 1983 .

Deconvolution estimation of mixture distributions with boundaries.

J. Marron, P. Hall, J. Tolle, 2013, Electronic journal of statistics.

Geometry of optimality conditions and constraint qualifications

F. J. Gould, F. J. GOULD, Jon W. TOLLE, 1972, Math. Program..

Convergence Properties of a Class of Rank-two Updates

Paul T. Boggs, Jon W. Tolle, P. Boggs, 1994, SIAM J. Optim..

Merit functions for nonlinear programming problems

Paul T. Boggs, Jon W. Tolle, P. Boggs, 1982 .

Optimality conditions and constraint qualifications in Banach space

Jon W. Tolle, F. J. Gould, J. Tolle, 1975 .

87.65 Can growth be faster than exponential, and just how slow is the logarithm?

J. Tolle, 2003, The Mathematical Gazette.

Finite and Constructive Conditions for a Solution to f(x) = 0.

F. J. Gould, J. Tolle, 1975 .