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The Gilbert–Johnsogjckn–Keerthi distance algorithm is a method of determining the minimum distance between two convex sets, first published by Elmer G. Gilbert, Daniel W. Johnson, and S. Sathiya Keerthi in 1988. Unlike many other distance algorithms, it does not require that the geometry data be stored。 See more

Figure 5. When two objects collide, shown in red, the boundary of their MS will contain the origin point. Non-colliding objects, shown in blue, will create an gjckMS which does contain the origin.

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gjck|Walkthrough of the GJK Collision Detection Algorithm

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A Strange But Elegant Approach to a Surprisingly Hard Problem。 A Strange But Elegant Approach to a Surprisingly Hard Problem。
GJK Algorithm Explanation & Implementation GJK Algorithm Explanation & Implementation
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gjck|Walkthrough of the GJK Collision Detection Algorithm

gjck|Walkthrough of the GJK Collision Detection Algorithm

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2D GJK implementation in Java. 2D GJK implementation in Java. 2D GJK implementation in Java. 2D GJK implementation in Java. 2D GJK implementation in Java.
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A Strange But Elegant Approach to a Surprisingly Hard Problem。 A Strange But Elegant Approach to a Surprisingly Hard Problem。 A Strange But Elegant Approach to a Surprisingly Hard Problem。 A Strange But Elegant Approach to a Surprisingly Hard Problem。 A Strange But Elegant Approach to a Surprisingly Hard Problem。
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