Compatibilism is impossible So now you are suggesting that you might not be determinist without a reason to believe in a transcendental function? — SonJnana
Sort of. i am saying that the grammar of determination involves a relation between two designated roles - the determiner and the thing determined. Determinists automatically assume the presence of something transcendental or external to any given custom or state of affairs, even when it makes no sense whatsoever to speak of something transcendental, such as when discussing the history of everything that is by definition said to exist.
One of the reasons for this tendency i suggest is because determinists and their mathematical cousins the platonists tend to treat ambiguity as being the same thing as incomplete information that is representative of something non-ambiguous and external to what is present.
For example, when we were taught the 'law' of addition in mathematics, each of us was presented with only a small number of examples of addition. Yet we insist on thinking that there is a predetermined and transcendental 'law' of addition that we are assenting to and that determines the truth of our arithmetical statements.
Now of course we are expected to generalise from presented examples and we possibly share innate tenancies to answer in similar ways. Pupils who behave appropriately on a small number of additional examples when tested are said to then "know" the law of addition.
Yet there are infinitely many examples of what we might call 'addition' that the world has never calculated and never will. Each of us gives different answers to addition questions when we are presented with suitably large numbers. Who gets to decide who is making mistakes here? God? An infallible super-computer locked up in a vault somewhere? the fallible teacher or the trusty calculator? Isn't it really the case that there is no transcendental justification or particular external justification we can give for what we call our 'mistakes' and 'correct' answers?
So it only makes sense to speak of a "law" of addition in very pragmatic sense. There aren't two things, namely our custom of addition and a platonic realm of addition that justifies our practices, and our law of addition is infinitely ambiguous. The law of addition is essentially a family of precedent laws, one law for each individual, where each of us continually extends our precedent law by citing earlier cases of addition that were accepted by our shared custom, where the judge is the success of our personal applications. But Platonists find this ambiguity and diversity of the concept hard to accept, so they invent a myth, a god, in order to pretend to themselves that things
really are determined in a simple way for themselves and everybody else.