What are the logical traps, the language trap problem logic .

Updated on society 2024-05-07
5 answers
  1. Anonymous users2024-02-09

    Logic Trap: Can God Create a Stone He Can't Lift? This is a logical trap that can neither answer nor answer (God's omnipotent contradiction).

    The answer to circumventing this trap is that God can create any stone (God Almighty) and can lift any stone (God Almighty).

    Leave aside the question of faith. Just as far as the trap of logic is concerned, logic is made a despicable tool by the user; When someone talks about this logic (trap), he not only destums logic into despicability, but also into philosophy that uses logic as an argument.

    Now there are some philosophical logics that are logically and carefully considered, such as Marxist philosophy.

    Some of the logic is the despicable philosophical logic.

  2. Anonymous users2024-02-08

    The Barber Paradox.

    There was a barber in a certain city, and his advertising slogan read: "I am very skilled in barbering, and I am famous all over the city." I will shave the faces of all those in the city who do not shave their faces, and I will only shave their faces.

    I extend a warm welcome to all of you! "There is an endless stream of people who come to him to shave their faces, and naturally they are all those who don't shave their faces. But one day, when the barber saw in the mirror that his beard had grown, he instinctively grabbed the razor, and you see if he could shave his own face?

    If he doesn't shave himself, he belongs to the "one who doesn't shave himself", he has to shave himself, and what if he shaves himself? He belongs to the "person who shaves his face", so he should not shave his face.

    The barber's paradox is equivalent to Russell's paradox: if you look at each person as a set, the elements of that set are defined as the object of the person's shave. The barber, then, declares that his elements are those collections in the city that do not belong to him, and that all the collections in the city that do not belong to him belong to him.

    So does he belong to himself? Thus the barber's paradox leads to Russell's paradox. The reverse transformation is also true.

  3. Anonymous users2024-02-07

    1. The concept of hexagonal matrix. For example, the contradiction that all s are p is that there are s that are not p.

    2. Implication and anti-implication of the concept of truth and falsehood. For example, if it rains, I don't climb the mountain, so I come up with the opposite proposition.

    The above is a bit abstract, but on the whole, it is about right and wrong, scope, and method of examination.

  4. Anonymous users2024-02-06

    Changing concepts, deliberately setting up, confusing right and wrong.

  5. Anonymous users2024-02-05

    Well, the meaning of the first sentence is to see others lazy, in fact, not lazy. The meaning of the second sentence is that we know that the lazy person is ourselves, but we also know that others are lazy, and the third sentence means that when we see others doing lazy things, we will find that laziness is a disease, and those people have seizures every day. The meaning of the fourth sentence is that if I know that a person is lazy, but he himself does not know, I want to let him know that he is lazy with my actions, but I don't know how to point to Xun Oak to let others know, but unfortunately I know.

    There's always something you let him know. Okay, let's look at the dialogue again, and a first of all, you know? He thinks that b knows that he is lazy.

    b says what do you know? That is, not knowing that you are lazy. A thought you knew, that is to say A thought B knew that she was lazy.

    How do you know I know? It is a rhetorical question, which means that B does not know what A is talking about? a, you don't know, how do I know, you know?

    A means that you don't know you're lazy, what do you know? b I don't know, that is, I really don't know what I know. I don't think there's a problem.

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