None means Nothing, Nothing is a concept that describes the absence of anything at all. Nothing is sometimes confused with Null, but they are very different concepts because Nothing means absence of anything, while Null means unknown (you do not know if there is a thing or not).
For Nothing, the normal Two valued logic applies (Nothing=Nothing : true, Nothing = Something : false), for Null, Three valued logic is necessary(Null=Null:unknown, Null=Something:unknown). Unfortunately, this 2 concepts have been used interchangeably without much thought, to point where the most common use for Null in relational databases is to mean Nothing (even when Null was designed to represent unknown by Codd). This confusion is aggravated by the fact that many mainstream application languages (Java, C#, C, etc) use the null keyword to mean uninitialized variable which easily maps to the interpretation that null means the variable is pointing to "nothing" (no object).
But for databases, Null was not invented to represent nothingness, was invented to represent that the value of something was not known (maybe be something, maybe nothing, we just do not know).
Now that Chris Date wants Null to be removed from Relational Databases, so that the incongruence and confusion brought in by Three valued logic is eliminated, the developers, accustomed to use Null to represent Nothing, resist to the idea asking: How am I going to represent the fact that a Person is not married? I use to do that by marking the Marriage Date? as a nullable Date. Now what? I need to split the table into 2 tables just to represent the fact that the Marriage Date? is not mandatory? That of course seems like the obvious, elegant (if extremely cumbersome answer). But the practical developer refuses to get into that trouble, it is just too much effort, it is simple easier to continue using Null. But... what about Nothing? why not just simply add "Nothing" as a possible value for to the Date domain? That way it is possible to say that the Person has no Marriage Date?, and still stay inside the realm of two valued logic.