Logika matematika

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  • Miftahul Hidayah Program Studi Matematika, Universitas Islam Negeri Maulana Malik Ibrahim Malang
Keywords: Mathematical Logic, Consistency, Argument, Applications of Logic, Symbolic Notation

Abstract

Mathematical logic is a branch of mathematics that studies the principles of valid and consistent reasoning. Mathematical logic can help us build sound thinking and make strong arguments. By understanding the rules of logic such as modus ponens, modus tollens, and syllogisms, we can analyze the validity of an argument and avoid falling into logical fallacies. Mathematical logic is not only related to the field of mathematics itself, but also has wide applications in various other disciplines. In the field of philosophy, logic is used to analyze arguments and clarify abstract concepts. In the field of law, logic helps us develop strong arguments and interpret the law accurately. Logic helps us make rational decisions and avoid misunderstandings in everyday life. The development from traditional Aristotelian logic to modern logic such as symbolic logic and fuzzy logic is also discussed in this article. Ultimately, mathematical logic provides a strong foundation for mathematics itself and helps us make better decisions through sound reasoning.

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References

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Published
2024-06-30
How to Cite
Hidayah, M. (2024). Logika matematika. Maliki Interdisciplinary Journal, 2(6), 1722-1726. Retrieved from https://urj.uin-malang.ac.id/index.php/mij/article/view/8444
Section
Articles