In mathematics, the **covering radius** of a collection of points *P* in a metric space is the smallest *r* > 0 such that spheres of radius *r* around the points *P* will completely cover the space.

Read more about Covering Radius: Example, Use in Coding Theory

### Other articles related to "covering radius, radius":

**Covering Radius**- Use in Coding Theory

... The

**covering radius**of the code C is the smallest value of r > 0 such that the union of the spheres of

**radius**r centered at the points of C (the codewords) is ...

### Famous quotes containing the word covering:

“You had to have seen the corpses lying there in front of the school—the men with their caps *covering* their faces—to know the meaning of class hatred and the spirit of revenge.”

—Alfred Döblin (1878–1957)