2024-03-20
Yasukazu Nishio's manuscript can be understood as an attempt to explain Kitaro Nishida's concept of "absolute contradictory self-identity" in an easy-to-understand manner using mathematical analogies.
The main points can be summarized as follows
This manuscript will help those with mathematical knowledge to understand Nishida's philosophy. However, since Nishida himself did not intend a mathematical explanation, it is considered limited as an understanding of Nishida's philosophy as a whole. In addition, some logical points remain unclear, such as the identity of causality and objectivity. However, it can be evaluated as a thought-provoking attempt to read Nishida from a modern perspective.
2017-08-24 Facebook I was reading Kitaro Nishida's Absolute Contradictory Self-Identity (or more precisely, I was making sticky notes for the KJ method), and it became clear to me that the oft-repeated "A is non-A and thereby A" is nothing strange, and is exactly what it says, but it is just a very compressed expression. I realized that it just means that it is very compressed expression. On the other hand, I thought that it is one thing to have the content correct, and quite another to be able to convey the meaning of "non" and "is" in the explanation, and that if the meaning of "non" and "is" are not conveyed properly, they will not be understood.
Dare I speak metaphorically, if "self-transformation" is to be self-transformed in the present moment, the past self and the future self must be different. As the limit of the difference between past and future, the present self is A and non-A. (This is not a contradiction if we imagine that the lower limit of a discontinuous function is inconsistent with the upper limit. It's just that "is" is not in common usage.)
And if we take it one step further and consider the case "A is the self that continues to transform itself," then it is "A and non-A" at every moment and it is A. Since we define A as the self that transforms itself, we have "A and non-A" -> "is transforming itself" -> "is A". This can be expressed without mathematics as "A is non-A and thereby is exactly A".
Kitaro Nishida's concepts are said to be difficult to understand, but this is only because he talks about the concept of mathematical extremes in the language of philosophy without using any mathematical language, which is not so difficult if you think mathematically. Because he is forcing himself to speak without using mathematics, it becomes something like "A is non-A". In his previous work, "The Place of Nothingness exists" is the same thing as saying that infinity as the limit of repeated +1 "exists as a concept" but "does not exist in the number system.
The phrase "from what is made to what is made" appears many times in the text, and this is the world's self-transformation. Kitaro Nishida believed that the world is a world that continues to transform itself, and this is the result of the above discussion.
In the first place, Kitaro Nishida is stating his worldview that "the world is a self-transforming thing," and that when he considered in detail the conditions for the realization of this worldview, he came to the conclusion that it is an "absolute contradictory self-identity. I am not trying to prove that the world is self-transforming. Therefore, if you read the book thinking that it contains that argument, you will be confused.
He is also trying to say that "it is neither X nor not X, but an amalgamation of the two," which is confusing because the naive worldview for most people is X. Incidentally, this naive worldview X is "a world in which the present is determined by the past" and "a world in which individuals (in philosophy) like invariant atoms interact.
I think this worldview X is something that fits well physically, but I say, "But it doesn't fit well with human beings acting with intention or purpose or whatever."
The worldview of not X as the antithesis of this is a worldview in which the present is determined by the future, and the present is determined by working backward from the goal of being this way in the future. This may seem a bit shocking to those who have a physical worldview, but if you imagine, for example, that the world is designed by an omniscient and omnipotent God, and that everything that is happening today is the will of God, which is immeasurable to us, you will understand that this is not an impossible worldview.
Such contradictory things are identical, and yet they are identical to the self, hence the "absolute contradictory self-identity.
There are a few things that don't connect well (like the fact that the world of causality does not transform itself into the world of objectivism), but I've made a lot of progress, so I'm going to bed now.
Individuals are not the subject of their own actions, extreme. Is this called a predicate?
Since we say that an individual object "is," can it be a subject independently of whether it is willing or not? And when we say that an individual "is," it is accompanied by the concept of "place" as in "where is there. And when we say that there is a place, it is likewise in the place of a place. The extreme of this is the place of nothingness.
The first was to think about pure experience before the subject differentiates, and the second was to think about the differentiation of oneself as the subject of an action and oneself as the object of an action. There is an "inverse correspondence" between such early writings and later writings, so if you read them mixed up without distinguishing between them, you will get confused.
Experiment 1 Below, we attempted to structure it on Scrapbox, but decided it was not appropriate and aborted. It would be interesting to make sticky notes with the statements "~ is" and "~ is not" and do the KJ method.
P1 below refers to "paragraph 1."
We have attempted to structure it on Scrapbox up to this point, but have determined that it is not appropriate.
This page is auto-translated from /nishio/絶対矛盾的自己同一の数学的アナロジー using DeepL. If you looks something interesting but the auto-translated English is not good enough to understand it, feel free to let me know at @nishio_en. I'm very happy to spread my thought to non-Japanese readers.