Results 71 to 80 of about 979 (179)
The fault detection (FD) reduced-order filtering problem is investigated for a family of polytopic uncertain discrete-time Markovian jump linear systems (MJLSs) with time-varying delays.
Lihong Rong +3 more
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A linear fractional bilevel programming problem with multichoice parameters
A bilevel programming problem (BLPP) is a hierarchical optimization problem where the constraint region of the upper level is implicitly determined by the lower level optimization problem.
Ritu Arora, Kavita Gupta
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Feature Element and Similarity Estimation of Convex Polyhedron.
Estimation approach of similarity of convex polyhedron is described. Convex polyhedron is represented by distance from center of gravity to face and the angle. Similarity is established with the following element.: (a) Fourie descripter calculated by 2 dimensions FFT which is provided from curved surface after coordinate transformation. (b) Correlation
Tsuyoshi SHIMIZU +2 more
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Data-driven industrial park microgrids robust optimization method
In order to accurately describe the impact of the volatility and randomness of renewable energy output power on the operation of industrial park microgrids, a data-driven robust optimization method for industrial park microgrids is proposed.
Chuanhong Ru, Lei Li, Ji Lu, Beini Jiang
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Optimal tetrahedralization of the 3D-region “between” a convex polyhedron and a convex polygon
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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To further improve the economic benefits of operators and the low-carbon performance within the system, this paper proposes a hierarchical distributed low-carbon economic dispatch strategy for regional integrated energy systems (RIESs) based on the ...
He Jiang +3 more
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Polyhedron inequality and strict convexity [PDF]
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Quantification of Trunk Postural Stability Using Convex Polyhedron of the Time-Series Accelerometer Data. [PDF]
Melecky R +6 more
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ARIATIONS OF CONCAVE PYRAMIDS OF SECOND SORT WITH AN EVEN NUMBER OF BASE SIDES
Concave pyramids of second sort (CP II) are formed similarly to concave cupolae of second sort (CC II) with a comparable logic of emergence to the regular-faced convex pyramids.
Marija Obradovic +2 more
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Stationary radial centers and characterization of convex polyhedrons
We investigate centers of a body (the closure of a bounded open set) defined as maximum points of potentials. In particular, we study centers defined by the Riesz potential and by Poisson's integral. These centers, in general, depend on parameters and move with respect to the parameters. We give a necessary and sufficient condition for the existence of
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