„Semi-infinite optimization“
Suchergebnisse
1.000+ Treffer
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An exact penalty function for semi-infinite programming
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Glashoff, K./Gustafson, S.‐A., Linear Optimization and Approximation. An Introduction to the Theoretical analysis and Numerical Treatment of Semi‐Infinite Programs. Berlin‐Heidelberg‐New York, Springer‐Verlag 1983. IX, 197 S., 20 Abb., DM 48,—. US $ 20.70. ISBN 3‐540‐90857‐9 (Applied Mathematical Sciences 45)
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Grundzüge der Parametrischen Optimierung
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Semi-infinite optimization for shape-constrained regression – feasible point algorithms with applications in parametric and Kernel-based shape-constrained regression
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Generalized semi-infinite optimization – a first order optimality condition and examples
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Topological stability of feasible sets in semi-infinite optimization – a tutorial
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On generic one-parametric semi-infinite optimization
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Solving probabilistic-robust optimization problems using methods from semi-infinite optimization
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Adaptive discretization methods for the global solution of semi-infinite optimization problems
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A coarse solution of generalized semi-infinite optimization problems via robust analysis of marginal functions and global optimization
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Derivative-enhanced lower-Bounding in adaptive discretization for the global solution of semi-infinite optimization problems
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Two-stage trajectory planning for automated highway driving – hierarchically combined trajectory sampling and numerical optimization subject to semi-infinite constraints
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Correction to: Generalized Semi-infinite Polynomial Optimization and Semidefinite Programming Relaxations
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Asymptotic Analysis for a Class of Quasiconvex Semi-Infinite Programming Problems
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A Global Approach for Generalized Semi-Infinite Programs with Polyhedral Parameter Sets
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Correction to: Continuous Differentiability of the Value Function of Semilinear Parabolic Infinite Time Horizon Optimal Control Problems on $$L^2(\Omega )$$ L 2 ( Ω ) Under Control Constraints
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A mixed type duality for nonsmooth multiobjective semi-infinite problems with mixed constraints
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Robust energy system design via semi-infinite programming
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A Partially Randomized Approach to Trajectory Planning and Optimization for Mobile Robots with Flat Dynamics
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Bounding-focused discretization methods for the global optimization of nonconvex semi-infinite programs