- #1
Spinnor
Gold Member
- 2,226
- 431
Say I sit at some point P in a Calabi-Yau manifold. Are there geodesics which start from P and return to P?
Are there "geodesics" which start from P and return to P but may make a "side trip first"?
Is the number of geodesics which start at P and end at P infinite or finite and does that number depend on where you are in the manifold?
Thanks for any help.
Are there "geodesics" which start from P and return to P but may make a "side trip first"?
Is the number of geodesics which start at P and end at P infinite or finite and does that number depend on where you are in the manifold?
Thanks for any help.
Last edited: