Why in homological mirror symmetry, we restrict us to a projective variety (Calabi-Yau manifold)? Because in physics we don't need this condition.
What's the general picture for general Calabi-Yau manifold?
Why in homological mirror symmetry, we restrict us to a projective variety (Calabi-Yau manifold)? Because in physics we don't need this condition.
What's the general picture for general Calabi-Yau manifold?