One condition for a submersion to be smooth is that the di erential have this property.
One condition for a submersion to be smooth is that the di erential have this property. One property required of gerbes is that there must be a local homeomorphism with this property whose accompanying category is non-empty. If a certain embedding from a normed space to its second dual vector space has this property, then that space is re exive; the embedding in question is the canonical map. There exists a map with this property from any   covering space to the space it covers. A map with this property is called an epimorphism. The term onto is used to describe, for ten points, what sort of functions which map to the entire range?
One condition for a submersion to be smooth is that the di erential have this property.
surjective [accept onto until read]