Distance from a point to a hyperplane
I have an n-dimensional hyperplane: w′x+b=0 and a point x0. The shortest distance from this point to a hyperplane is d=|w⋅x0+b|||w||. I have no problem to prove this for 2 and 3 dimension space using
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相關文章
- 1. JAVA_HOME should point to a JDK not a JRE
- 2. Print all nodes at distance k from a given node
- 3. LeetCode之Shortest Distance to a Character（Kotlin）
- 4. leetcode講解--821. Shortest Distance to a Character
- 5. A value is trying to be set on a copy of a slice from a DataFrame
- 6. A value is trying to be set on a copy of a slice from a DataFrame.
- 7. PAT A 1046 Shortest Distance
- 8. 613. Shortest Distance in a Line--ABS() and MIN()
- 9. The position of a point
- 10. LeetCode 613. Shortest Distance in a Line --SQL