The submanifold "S" above is called a soul of ("M ","g"); it is not uniquely determined, but any two souls are isometric.
The soul is not uniquely determined, but any two souls are isometric. The submanifold "S" is called a soul of ("M ","g").
The submanifold "S" is called a soul of ("M ","g"). The soul is not uniquely determined, but any two souls are isometric.
The submanifold "S" is called a soul of ("M ","g"). The soul is not uniquely determined, but any two souls are isometric.