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About Course
Logical mathematics, often referred to as mathematical logic, is a branch of mathematics that explores the principles of formal reasoning and logical inference applied to mathematical statements and concepts. It delves into the study of logical systems, the structure of mathematical proofs, and the foundations of mathematics.
In logical mathematics, symbolic logic is commonly used to represent mathematical statements and relationships using symbols and logical operators. This allows mathematicians to analyze the validity of arguments, derive conclusions from premises, and construct rigorous mathematical proofs.
Logical mathematics plays a crucial role in advancing our understanding of mathematical concepts and solving complex problems in mathematics and other disciplines such as computer science, philosophy, and linguistics. It provides the tools and methods for reasoning rigorously about mathematical structures and systems, leading to new discoveries and insights in mathematics and related fields.
What will you learn
- Understand how to construct logical arguments and proofs.
- Learn symbolic representations of mathematical statements.
- Learn logical connectives such as AND, OR, NOT, and IF-THEN.
- Learn to evaluate the validity and truthfulness of logical statements.
- Explore the logic of propositions and their truth values.
- Learn the logic of predicates and quantifiers like ∀ (for all) and ∃ (there exists).
- Learn the principles of set theory and set operations.
- Learn formal systems and axiomatic reasoning.
Course Info
- Software Developer, Software Developer Pro
- Geometry & Maths
- 1
- 1
- 1 days 7 hours
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