cain@ics.uci.edu (Timothy Cain) (09/20/89)
I would appreciate any pointers to papers or books addressing the
following problem (or if you have a solution yourself, great!):
You are given 2 closed 2D polygons, called hole and shape, and they
may be either convex or concave. They are each represented as a linked
list of vertices (but I could change this). The location of the hole
is fixed, but the shape may be placed anywhere.
Problem: can the shape be placed in the hole, and if so, where? By "placed",
I mean the shape fits entirely within the hole, although the
shape's edges may touch the hole's edges.
Again, any references to solutions would be appreciated.
Thanks,
Tim.
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Timothy D. Cain Department of Information and Computer Science, UC Irvine
cain@ics.uci.edu (ARPA)