Eliane R. Panier

University of Maryland, College Park — United States

Mathematics · Physical Sciences

9h-index811citations18works0.02yr avg
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Research Topics

Advanced Optimization Algorithms Research(12), Optimization and Variational Analysis(7), Iterative Methods for Nonlinear Equations(4), Advanced Control Systems Optimization(3), Topology Optimization in Engineering(3)

Publications18 total

On combining feasibility, descent and superlinear convergence in inequality constrained optimization
Mathematical Programming·1993· 192 cited
Avoiding the Maratos Effect by Means of a Nonmonotone Line Search. II. Inequality Constrained Problems—Feasible Iterates
SIAM Journal on Numerical Analysis·1992· 92 cited
Comments on "On the stability of uncertain polynomials with dependent coefficients by L.R. Pujara
IEEE Transactions on Automatic Control·1992
AVOIDING THE MARATOS EFFECT BY MEANS OF A NONMONOTONE LINE SEARCH
1992· 24 cited
Avoiding the Maratos Effect by Means of a Nonmonotone Line Search I. General Constrained Problems
SIAM Journal on Numerical Analysis·1991· 109 cited
On the need for special purpose algorithms for minimax eigenvalue problems
Journal of Optimization Theory and Applications·1989· 8 cited
On the robust stability of polynomials with no cross-coupling between the perturbations in the coefficients of even and odd powers
Systems & Control Letters·1989· 16 cited
On Feasibility, Descent and Superlinear Convergence in Inequality Constrained Optimization.
Digital Repository at the University of Maryland (University of Maryland College Park)·1989· 5 citedOpen Access
ASPECTS OF OPTIMIZATION-BASED CADCS
Elsevier eBooks·1989
A globally convergent algorithm with adaptively refined discretization for semi-infinite optimization problems arising in engineering design
IEEE Transactions on Automatic Control·1989· 48 cited
Aspects of Optimization-based CADCS
IFAC Proceedings Volumes·1988· 2 cited
A QP-Free, Globally Convergent, Locally Superlinearly Convergent Algorithm for Inequality Constrained Optimization
SIAM Journal on Control and Optimization·1988· 149 cited
An active set method for solving linearly constrained nonsmooth optimization problems
Mathematical Programming·1987· 18 cited
A Superlinearly Convergent Feasible Method for the Solution of Inequality Constrained Optimization Problems
SIAM Journal on Control and Optimization·1987· 132 cited
Globally Convergent Algorithms for Semi-Infinite Optimization Problems Arising in Engineering Design.
1987· 1 citedOpen Access
On the Stability of Polynomials with Uncoupled Perturbations in the Coefficients of Even and Odd Powers.
Digital Repository at the University of Maryland (University of Maryland College Park)·1987· 5 citedOpen Access
A Superlinearly Convergent Method of Feasible Directions for Optimization Problems Arising in the Design of Engineering Systems
Lecture notes in control and information sciences·1986· 8 cited
On H-sets in bivariate rational approximation
Journal of Approximation Theory·1983· 2 cited

Frequent Co-authors

André L. Tits(13), M.K.H. Fan(3), Michael K.H. Fan(2), José Herskovits(1), J. Frédéric Bonnans(1), Jian L. Zhou(1), J. Fr(1), A.L. Tits(1), Lu Jian(1), Zhou(1), AndréL. Tits(1), J.-P. Thiran(1), Ph. Defert(1)