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Re: bullseye probability |
we're talking radius. His predicted area is a circle 2 degrees in radius about a given point. But he wants partial credit for things outside the bullseye. He wants 90% for something no more than 10% of the radius, 80% below 20% outside, etc. etc. I say it's too much credit because the area is not a linear function of the radius. I further contend that the increase in area is itself too small a measure ; that a ring between 140 and 156 miles in radius has a higher probability than a circle of equal area because it covers such a wide range of locations. Roger Follow Ups: ● Re: bullseye probability - Roger Musson 02:55:19 - 6/13/2001 (7964) (1) ● Re: bullseye probability - Roger Hunter 04:41:00 - 6/13/2001 (7966) (0) |
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