Questions about the model for non-deductive inferences
peace,
I recently came across two papers from Isadora 23 and 24 that describe a mathematical model for non-deductive logic.
I have a few questions about the above articles:
1. First, I have a question about the issue itself – what difference does it make that it can be redeemed for money, when it is seemingly irrelevant to an issue that deals with personality? The problem is reinforced when, at the end of the issue, this claim of relevance is used to reject the argument from its source.
2. Regarding the model drawing – in almost all places the model is based on a diagram based on columns. (Apart from the issue of ink). Regarding the KV and the main building, it is possible to present the model for the rows as well, but when looking at the row diagrams of the equal side ski, you can see that there is no difference in them between filling 1 and filling 0. What does this say about the model?
3. Throughout the first part of the article, microscopic parameters are not used. In all places, the decision is made solely from the topological considerations of the graph. In fact, the only place where dimension also has significance (and perhaps not surprisingly) is when presenting the argument based on microscopic considerations directly.
Of course, the motivation for searching for microscopic elements that affect the result is clear, but is there an explanation for why considerations of connectivity or the number of vertices have an impact?
If we imagine two diagrams with two vertices, one with an arrow between them and an explanation that one vertex has alpha, and the other has alpha and beta, compared to a diagram without an arrow and then one vertex with alpha and the other only with beta. Why is the first diagram better? What is the intuition for this?
4. Regarding the rule that only one parameter can have a value – seemingly this rule needs to be restricted. After all, it is always possible to observe two different Qs from different places as one diagram with two binding components. In such a case, the first Q would be alpha and two alphas, and the second Q would be beta, and beta + gamma.
A restriction that seems reasonable is to claim that valence is limited to one microscopic parameter passing through one equivalence component.
5. Regarding microscopic dissection on the KV – seemingly the action of such a dissection is to cancel the arrow between the two vertices by introducing a microscopic parameter that exists on the light side and not on the severe side. But it can always be argued that in fact the opposite is true. On the severe side there is an inverted microscopic parameter and on the light side it disappears.
For example, the first qu’on could be interpreted as meaning that money provides pleasure that marriage does not, and therefore money will establish an engagement and marriage will not. But it could also be said the other way around, that marriage lacks pleasure (a formal legal act), and this is precisely what marriage (and even more so engagement) is capable of.
This cannot be done for a parent building, because it doesn’t matter who has a special parameter, the main thing is that there is no similarity (and in the diagram there are two vertices instead of one)
Maybe this is the meaning of the divination of all the dust that can only be done for the main building and not for the ku?
Thank you very much,
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