Suchergebnisse - finite-dimensional linear programming problem

The Difference between Finite Dimensional Linear Programming Problems and Infinite Dimensional Linear Programming Problems von Ho, Tvu-Ying, Lur, Yuung-Yih, Wu, Soon-Yi

“… This paper studies the difference between finite-dimensional linear programming problems and infinite dimensional linear programming problems …”
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Nonlinear optimal control: a numerical scheme based on occupation measures and interval analysis von Delanoue, Nicolas, Lhommeau, Mehdi, Lagrange, Sébastien

“… (weak formulation). Thanks to Interval arithmetic, we provide a relaxation of this infinite-dimensional linear programming problem by a finite dimensional linear programming problem …”
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On the forces that cable webs under tension can support and how to design cable webs to channel stresses von Bouchitté, Guy, Mattei, Ornella, Milton, Graeme W, Seppecher, Pierre

“… ,  , …,  in the two- and three-dimensional cases. Specifically, the existence of a web is guaranteed by a necessary and sufficient condition on the loading which corresponds to a finite dimensional linear programming problem …”
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Distributed optimal control of viscous Burgers' equation via a high‐order, linearization, integral, nodal discontinuous Gegenbauer‐Galerkin method von Elgindy, Kareem T., Karasözen, Bülent

“… ‐dimensional, nonlinear programming problems subject to linear algebraic system of equations and discrete mixed path inequality constraints that can be solved easily using standard optimization software …”
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Numerical enclosures of the optimal cost of the Kantorovitch’s mass transportation problem von Delanoue, Nicolas, Lhommeau, Mehdi, Lucidarme, Philippe

“… The problem is relaxed to a finite dimensional linear programming problem whose optimum is a lower bound to the optimum of the initial one …”
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A moment approach for entropy solutions of parameter-dependent hyperbolic conservation laws von Cardoen, Clément, Marx, Swann, Nouy, Anthony, Seguin, Nicolas

“… ) solutions, satisfying linear equations in the space of Borel measures. The infinite-dimensional linear problem is approximated by a hierarchy of convex, finite-dimensional, semidefinite programming problems, called Lasserre’s hierarchy …”
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An applicable method for solving the shortest path problems von Zamirian, M., Farahi, M.H., Nazemi, A.R.

“… The optimal measure representing the shortest path problem is approximated by the solution of a finite dimensional linear programming problem …”
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The minimization of the fuel costs in the train transportation von Effati, S., Roohparvar, H.

“… : how to drive a train so as to minimize fuel costs. In the first method, we optimal control problem to using of atomic measures change this one to an infinite dimensional linear programming problem and then we approximate the latter one to a finite …”
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On an optimal shape design problem to control a thermoelastic deformation under a prescribed thermal treatment von Mehne, H.H., Farahi, M.H., Esfahani, J.A.

“… The optimization problem in measure space is then approximated by a linear programming problem. The optimal measure representing optimal shape is approximated by the solution of this finite-dimensional linear programming problem …”
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On solving constrained shape optimization problems for finding the optimum shape of a bar cross-section von Mehne, H.H.

“… The optimization problem in measure space is then approximated by a linear programming problem. The optimal measure representing optimal shape is approximated by the solution of this finite dimensional linear programming problem …”
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Optimal shape design of iron pole section of electromagnet von Nazemi, A.R., Farahi, M.H., Mehne, H.H.

“… To do so, an embedding procedure is applied. The resulting problem can be approximated by a finite-dimensional linear programming problem …”
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A Linearization Technique for Solving General 3-D Shape Optimization Problems in Spherical Coordinates von Fakharzadeh Jahromi, Alireza, Goodarzi, Mina

“… First, the problem is converted into an infinite-dimensional linear programming one. Then, using approximation scheme and a special way for discretization …”
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Slot nozzle design with specified pressure in a given subregion by using embedding method von Mehne, H.H., Farahi, M.H., Esfahani, J.A.

“… linear programming problem. The optimal measure representing optimal shape is approximated by the solution of a finite dimensional linear programming problem …”
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Equivalence of the Fundamental Spline and Green’s Function in Constructing an Exact Finite-Dimensional Analog of the Boundary-Value Problem for an Ordinary Differential Equation of the Fourth Order von Prikazchikov, V.

“… A system of linear algebraic equations with a 5-diagonal matrix is obtained for the values of the exact solutions of the original problem at the points of a uniform grid …”
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Numerical methods for solving terminal optimal control problems von Gornov, A. Yu, Tyatyushkin, A. I., Finkelstein, E. A.

“… In the solution of problems with direct control constraints, the variation of the control is computed using a finite-dimensional approximation of an auxiliary problem, which is solved by applying …”
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Optimal Location of Heat Sources Inside Areas with Complex Geometric Shapes von Osipov, O. V., Brusentsev, A. G.

“… Finite-dimensional approximations of the original problem are constructed in the form of a linear programming problem …”
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Controller design with multiple objectives von Elia, N., Dahleh, M.A.

“… We develop a uniform treatment of such problems by showing their equivalence to linear programming problems with equality constraints and an appropriate positive cone …”
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Variational Analysis of Norm Cones in Finite Dimensional Euclidean Spaces von Liu, Haoyang, Wu, Jia, Zhang, Liwei

“… A norm cone in a finite dimensional Euclidean space is the epigraph of a norm. Many important practical optimization problems are formulated as norm conic …”
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Stochastic Nonlinear Control Via Finite-Dimensional Spectral Dynamics Embedding von Ren, Zhaolin, Ren, Tongzheng, Ma, Haitong, Li, Na, Dai, Bo

“… For practical implementation, this representation is approximated using finite-dimensional trucations, specifically via two prominent kernel approximation methods …”
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Optimal bidding strategy for integrated energy system participating in spot power market: A Wasserstein metric based DRO method von Shen, Weijie, Ding, Hongjian, Zeng, Ming, Zhang, Xiaochun

“… The ongoing reforms in electricity markets have pushed energy producers and consumers to confront an increasingly uncertain market environment. The integrated …”
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