Anu-Padomay represents Is-Is Not, or the best way we can do to try to comprehend Is-Is Not. I tend to think of the issue anologously to the Tao, in the sense that the Tao cannot be referenced at all because it transcendent the categories of being and not being. The idea is that reference requires differentiating (saying that something is not something else), and at some point differentiation fails to apply. At that juncture the truth cannot be stated at all, just intuited. (That’s how I understand it, but I haven’t read the Dao De Ching in a while).
But, some other things occurred to me when thinking of Is-Is Not, and especially the notion of maybe.
First, in standard logic anything and everything at all follows from a contradiction. (This is called the http://en.wikipedia.org/wiki/Principle_of_explosion, and it’s one of the reasons logicians don’t like contradictions - if a contradiction is true, then everything is true, and also false).
To see this, presume a contradiction: P and not-P
From this it’s obvious you can infer: P
Now, the truth value of a statement is never altered by adding to that statement “or…” where “…” is anything at all. For example, if it is true that “there are tigers at the zoo,” then it is also true that “either there are tigers at the zoo or aliens are planning to invade earth,” because even if the latter assertion is false, the whole assertion is true (given that “or” only requires one side to be true). So, from P we can infer: P or Q
From our original presumed contradiction we can, in the same way we inferred P, infer: Not-P
From P or Q, and Not-P, it’s obvious we can infer: Q.
By the same process, we can infer anything (or its negation) at all. So, if Anu-Padomy as Is-Is Not is meant as a genuine contradiction, then it would seem to open the door to, well, everything. But true contradictions don’t sit well with me - Where is the hospital that both is and is not down the street?
However, you can still utilize Is and Is Not to derive different possibilities without supposing a genuine contradiction. I’m thinking of the project Wittgenstein outlined in the http://en.wikipedia.org/wiki/Tractatus_Logico-Philosophicus.
First, you identify types of basic objects in the world - for an object to be of a certain type means that it can stand in certain relations with other basic objects. The number of possible states of affairs depends on the number of basic objects which exist.
Suppose there are two objects, P and Q. Either both are true, one is true and the other false, or both are false. As in:
P QT TT FF TF F
Now, different states of affairs can be represented by indicating the truth-values of P and Q in which that state of affairs would or would not obtain. So:
P Q State of AffairsT T TT F TF T TF F T
Describes a state of affairs which obtains no matter the truth values of P and Q (a tautology - actually, Wittgenstein would say a tautology is not a state of affairs, but a limit of possible states of affairs, since it lacks content). And:
P Q State of AffairsT T TT F TF T TF F F
Describes a state of affairs which obtains when either P is true, Q is true, or both, but not when both are false. And so on for all other possible states of affairs given the number of basic objects (with 2 objects there are 16 possible states of affairs).
Every possible state of affairs can be represented using just the names of the basic objects and the connectives “or” and “not.” A tautology, like, “P or not-P and Q or not-Q,” for example, can be restated: “It is not the case that neither P nor not-P, nor Q nor not-Q.” The upshot is that by taking a list of the kinds of basic objects which compose reality, and negating certain subsets of that list, you can generate all possible states of affairs.
So if we let Anu contain the various kinds of objects in the world, and let Padomay stand for the act of negating various subsets of those kinds, then the brush of Anu with Padomay (Is-Is Not) could generate any and all possible states of affairs.
But still, I think some sort of mythical-religious interpretation is more likely to be right.