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Why should my claims and fallacies be false There is a positive claim here In the OP, these issues have already been discussed, you cannot just expect an explanation from us without any concrete evidence, first prove your own claim, and if you claim that what I say is false, it means that you have not had a proper discussion before and you are inexperienced in this subject, so prove your claim (positive claim)all your fallacies and statements are wrong, I can defend this np ;
in case of being a threat, it should be stated in what sense it is a threat with insufficient context, how can it be proved that it is a big enough threat to scale in the sense of AP to that entity with just the word being a threat?
And you tell me that you accept that it is a threat, I would be wrong if I didn't accept it, but it doesn't give anything when there is not even a Multi eternity in the words and it doesn't give anything because of the insufficient context, and I said something logical for an explanation of why it is a threat to Multi eternity, you can look at it
Red herring fallacy as you have skillfully distorted the issue.
It has nothing to do with argument from belief, I didn't say it happened because I believe in something, so you are eating straw man fallacy : )
You also say that you have no faith, but you believe in a type of infinity that you have invented, and you have no concrete evidence for this infinity, so what exactly is this infinity that you claim, because infinity is used in many ways
for example
1. Potential Infinity: A process that has no definite limit, but can always take the next step. For example, numbers can increase infinitely, but we can always talk about a specific number
2. Actual Infinity: It is an infinity that actually exists. An infinite set contains infinite elements. For example, the set of natural numbers is actual infinite
3. Alef Numbers (ℵ): This concept, defined by Georg Cantor, refers to infinite sets of different sizes. ℵ₀ represents the cardinality of the natural numbers. There are also larger infinities, for example ℵ₁.
4. Precision Infinity: As part of mathematical analysis, some limit processes can be infinite. For example, the function 1/x goes to infinity when x approaches zero.
5. Physical Infinity: Questions such as whether the universe is infinite or has an infinite width cover physical infinity
6. **Countable Infinity
- Definition:** Countable infinity concerns infinite sets whose elements can be ordered into a list or sequence. In other words, such infinities have a "countable" structure, like the natural numbers (1, 2, 3, ...).
- Examples:** The set of natural numbers, the set of integers, and the set of rational numbers are examples of countable infinities. The elements of these sets can be put into a sequence, that is, we can say "first, second, third..." for each element.
- In Cantor's theory, countable infinity is expressed by ℵ₀ (Alef zero).
- Definition:** Uncountable infinity refers to infinite sets whose elements are so large that they cannot be counted. These sets cannot be ordered by "listing" the natural numbers.
- Examples:** The set of real numbers (ℝ) is an uncountably infinite set. There are an infinite number of real numbers in a number interval, for example between 0 and 1, and these numbers cannot be sorted.
- Uncountable infinity is usually expressed by ℵ₁, which is larger than ℵ₀ (countable infinity).
8. Philosophical Infinity
- Definition:** Philosophical infinity deals with the nature, meaning and place of infinity in the universe, beyond mathematical concepts. This concept is linked to the perception and interpretation of infinity by the human mind.
- Examples:**
- Temporal Infinity:** Philosophical reflections on whether time has a beginning or an end. Whether the universe is temporally infinite is a matter of constant debate.
- Ontological Infinity: Philosophical reflections on whether existence is infinite or not.
Which of the infinities I mentioned above is your claim and you need to elaborate on it, otherwise you will just be opening an empty revision, so present your arguments in a clearer and clearer way.