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Who first defined logic?

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Logic, as a formal discipline, was first systematically developed by **Aristotle**, the ancient Greek philosopher. Often called the "Father of Logic," Aristotle (384–322 BCE) laid the foundation for classical logic in his works collectively known as the **"Organon."** These writings include six treatises that explore reasoning, argumentation, and the principles of deductive reasoning.

### Aristotle's Contributions to Logic:
1. **Syllogism**: Aristotle is most famous for introducing the concept of the syllogism, a structured form of reasoning where conclusions follow necessarily from premises. For example:
   - Premise 1: All men are mortal.
   - Premise 2: Socrates is a man.
   - Conclusion: Therefore, Socrates is mortal.

2. **Categories and Predication**: Aristotle identified different types of statements and the relationships between subjects and predicates. He classified statements into categories and analyzed how they contribute to logical arguments.

3. **Principle of Non-Contradiction**: Aristotle formulated the idea that contradictory statements cannot both be true simultaneously. For example, a proposition cannot be both "true" and "false" at the same time.

### Pre-Aristotelian Logical Traditions:
While Aristotle formalized logic, earlier thinkers and traditions also explored reasoning:
- **The Sophists**: Greek teachers of rhetoric who emphasized argumentation and persuasion, often without concern for logical rigor.
- **Pythagoreans**: Explored mathematical reasoning, which laid an indirect foundation for logical thinking.
- **Indian and Chinese Traditions**: Philosophers such as Gautama (in Nyaya school) in India and thinkers in ancient China also explored logical principles in different frameworks.

Aristotle's system remained the cornerstone of Western logic for centuries, influencing medieval scholars and shaping the study of logic until the modern era, where mathematicians like **Gottlob Frege** and philosophers like **Immanuel Kant** and **Bertrand Russell** advanced its principles.
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