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Логика. Условно-категорическое умозаключение (самое важное) Directory / Lecture notes, cheat sheets Table of contents (expand) 48. CONDITIONAL-CATEGORICAL CONCLUSION Conditionally categorical is a conclusion in which one of the premises - conditional, and another premise and conclusion - categorical judgments. This inference has two correct modes: affirmative and negative. 1. In affirmative mode (modus ponens) the premise, expressed by a categorical judgment, asserts the truth of the basis of the conditional premise, and the conclusion asserts the truth of the consequence; reasoning is directed from the assertion of the truth of the foundation to the assertion of the truth of the consequence. For example: If the claim is brought by an incompetent person (p), then the court leaves the claim without consideration (q). Claim brought by incompetent person (R). The court leaves the claim without consideration (q). The first premise is a conditional proposition expressing the connection between the base (p) and the consequence (q). The second premise is a categorical judgment, which affirms the truth of the ground (p): the claim was brought by an incompetent person. Recognizing the truth of the ground (p), we recognize the truth of the consequence (q): the court leaves the claim without consideration. The affirmative mode gives reliable conclusions. It has a schema: 2. In negating mode (modus tollens) the premise expressed by the categorical proposition denies the truth of the consequence of the conditional premise, and the conclusion denies the truth of the foundation. Reasoning is directed from the denial of the truth of the consequence to the denial of the truth of the foundation. For example: If a claim is brought by an incapacitated person (p), then the court leaves the claim without consideration (q). The court did not leave the claim without consideration (⌉ q). It is not true that the suit was brought by an incompetent person (⌉p). Diagram of the negating mode: It is easy to establish that two more varieties of conditionally categorical syllogism are possible: from the denial of the truth of the foundation to the denial of the truth of the consequence, and from the affirmation of the truth of the consequence to the affirmation of the truth of the foundation. However, the conclusion on these modes will not be reliable. Thus, out of the four modes of conditionally categorical reasoning, which exhaust all possible combinations of premises, only two give reliable conclusions: affirming and denying. They express the laws of logic and are called the correct modes of a conditionally categorical inference. These mods obey the rule: the affirmation of the basis leads to the statement of the consequence and the negation of the consequence leads to the negation of the basis. The other two modes do not provide reliable conclusions. They are called irregular modes and obey the rule: negation of the reason does not necessarily lead to the negation of the consequence, and affirmation of the consequence does not necessarily lead to the affirmation of the reason. << Back: Purely conditional inference >> Forward: Dividing-Category Inference We recommend interesting articles Section Lecture notes, cheat sheets: ▪ pathological physiology. Crib See other articles Section Lecture notes, cheat sheets. Read and write useful comments on this article. Latest news of science and technology, new electronics: The existence of an entropy rule for quantum entanglement has been proven
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