Tagged Questions
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Maximum latitude of a great circle
1 - I am trying to figure out the longitude at which a geodetic great circle reaches its apex. (I have a point and the azimuth at that point identifying the circle)
I have found a good resource that ...
1
vote
0answers
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Completelly cover area with minimum number of maxed circles NP-completeness (or harder) proof
everyone.
I'm looking for paper with proof of NP-completeness following, or similar problem.
Given:
Area $S \subset \mathbb{N}^2$, let it be convex or rectangular, I believe it doesn't matter
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2
votes
1answer
808 views
How to find a (longitude, latitude) point on a circle when given only the center (longitude, latitude) point and radius measured in Feet
How do I find a (longitude, latitude) point (any will do) on a circle where the only info I have is a (longitude, latitude) center point, and a radius measured in Feet (ft.)?
