Certain knots in projective 3-space are shown not to allow nontrivial
Dehn surgery that yields projective 3-space again. To do this, the tec
hniques used by Gordon-Luecke for knots in S-3 are generalized to lens
spaces. Graphs are constructed in nonorientable surfaces instead of 2
-spheres, and the sign for vertices is replaced by a sign for edges. (
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