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RELATED SUBJECTS:
The publications listed also have these subjects
Mathematical optimization  3 times
Positive-definite matrix  2 times
Directed graph  2 times
Unit circle  1 time
Ultimate tensile strength  1 time
Trigonometric functions  1 time
Time complexity  1 time
Theorem  1 time
Tensor  1 time
Synchronization  1 time
Springer Publishing  1 time
Spherical harmonics  1 time
Random walk  1 time
Quadrilateral  1 time
Prism  1 time
Multi-objective optimization  1 time
Multi-agent system  1 time
Independent and identically distributed random variables  1 time
Hyperplane  1 time
Graph theory  1 time
Geometry  1 time
GEOM  1 time
Flat spline  1 time
Convex hull  1 time
Composite material  1 time
Compact space  1 time
Carbon fiber reinforced polymer  1 time
Automorphism  1 time
Asymptotic analysis  1 time
Algebraic structure  1 time
Algebraic geometry  1 time

Publications tagged with this subject: 15

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1. Convex hulls of random walks, hyperplane arrangements, and Weyl chambers

2. Synchronization of multi-agent systems with heterogeneous controllers

3. Structure Graphs of Rings: Definitions and First Results

4. Linear and conic scalarizations for obtaining properly efficient solutions in multiobjective optimization

5. Blaschke Products and Circumscribed Conics

6. Approximation of conic section by quartic Bézier curve with endpoints continuity condition

7. A fresh CP look at mixed-binary QPs: new formulations and relaxations

8. ‘Relationships between relationships’ in forest stands: intercepts and exponents analyses

9. When are static and adjustable robust optimization problems with constraint-wise uncertainty equivalent?

10. Affine lines in the complement of a smooth plane conic

11. Remarks on defective Fano manifolds

12. Using conics to construct geometric 3-configurations, part II: the generalized Steiner construction

13. New Design Concept for an Excavator Arms by Using Composite Material

14. Completely positive reformulations of polynomial optimization problems with linear constraints

15. Completely positive and completely positive semidefinite tensor relaxations for polynomial optimization


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