Abstract
Harmonic grid generation methods for multiply connected plane regions and regions on curved surfaces are discussed These methods are analysed by unifying them to a general mapping problem on a Riemann surface. In particular, using this formulation it is proven that these mappings are globally one-to-one and on to.
‡Research was supported in part by NASA under Contract No. NASI-17071 while
‡Research was supported in part by NASA under Contract No. NASI-17071 while
Notes
‡Research was supported in part by NASA under Contract No. NASI-17071 while