21. All theses cases dealt with the situation where the contact manifold is a contact submanifold of a symplctic manifold. 22. An important corollary is that every complex submanifold of a K�hler manifold is volume minimizing in its homology class. 23. The submanifold topology on an immersed submanifold need not be the relative topology inherited from " M ". 24. The submanifold topology on an immersed submanifold need not be the relative topology inherited from " M ". 25. Sharpe ( 1997 ) defines a type of submanifold which lies somewhere between an embedded submanifold and an immersed submanifold. 26. Sharpe ( 1997 ) defines a type of submanifold which lies somewhere between an embedded submanifold and an immersed submanifold. 27. Sharpe ( 1997 ) defines a type of submanifold which lies somewhere between an embedded submanifold and an immersed submanifold . 28. The solution of this partial differential equation system is the submanifold \ Sigma of the contact system to \ Sigma. 29. If this is the case, then is not an embedded submanifold of, but may instead be an immersed submanifold. 30. If this is the case, then is not an embedded submanifold of, but may instead be an immersed submanifold .
