![4.: An example of a convex cone K and its dual cone K * in two dimensions | Download Scientific Diagram 4.: An example of a convex cone K and its dual cone K * in two dimensions | Download Scientific Diagram](https://www.researchgate.net/publication/283324631/figure/fig5/AS:669091643805709@1536535287417/An-example-of-a-convex-cone-K-and-its-dual-cone-K-in-two-dimensions.png)
4.: An example of a convex cone K and its dual cone K * in two dimensions | Download Scientific Diagram
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Schematic representation of a convex cone characterized by five extreme... | Download Scientific Diagram
The convex cone Cv, where each orthogonal axis in the positive orthant... | Download Scientific Diagram
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Figure 1 from The geometry of hypothesis testing over convex cones: Generalized likelihood tests and minimax radii | Semantic Scholar
![Frank Nielsen on X: "A regular cone is convex & pointed. Characteristic function = definite integral on the dual cone: logarithmically strictly convex (like the partition function of exponential families): Logarithm = Frank Nielsen on X: "A regular cone is convex & pointed. Characteristic function = definite integral on the dual cone: logarithmically strictly convex (like the partition function of exponential families): Logarithm =](https://pbs.twimg.com/media/FHAzsdgacAEXoAv.jpg:large)
Frank Nielsen on X: "A regular cone is convex & pointed. Characteristic function = definite integral on the dual cone: logarithmically strictly convex (like the partition function of exponential families): Logarithm =
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convex geometry - Intersection of a pointed cone and a hyperplane is a polytope? - Mathematics Stack Exchange
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