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Aristotle's Theory of Universals

Aristotle's theory of universals is a central concept in his metaphysics, distinguishing between substances and universals to understand identity, individuality, and reality.

2026-01-02

The Theory of Universals

The theory of universals is a long-standing problem in philosophy that deals with abstract concepts and their relationship to concrete objects.

2026-01-02

Aristotle's Novel Approach to Philosophy

Aristotle's philosophical contributions mark a significant departure from his predecessors, emphasizing critical analysis, common sense, and systematic inquiry.

2026-01-02

The Significance of Alexander's Legacy

A study explores the importance of Alexander's work and its impact on Hellenic civilization, discussing his legacy, cultural exchange, and governance.

2026-01-02

The Life and Legacy of Aristotle

Aristotle's philosophy emphasizes observation, experience, and reasoning, influencing fields like science, ethics, and politics with concepts such as hylomorphism, teleology, potentiality, and actuality.

2026-01-02

Aristotle: A Study in Context

An introduction to Aristotle's philosophical framework, exploring its historical context, key concepts, and ongoing influence on Western philosophy.

2026-01-02

The Relativism of Protagoras

Exploring the relativism of Protagoras, a pre-Socratic philosopher who argued that 'man is the measure of all things', and its implications for ethics, politics, and epistemology.

2026-01-02

The Unity of Sound and Color

Exploring the concept of unity through its relationship with sound and color in various philosophical traditions.

2026-01-02

A Formal Account of Numbers

Exploring the idea that numbers are formal entities, deriving significance from form or structure rather than inherent characteristics.

2026-01-02

Enumeration and Perception

Exploring the complex relationship between enumeration, perception, and concept formation in human cognition, covering ancient and modern philosophers' views on numerical cognition.

2026-01-02

The Independence of Pure Mathematics

Exploring the concept that pure mathematics is independent of perception, with historical and philosophical roots in ancient Greece and modern developments.

2026-01-02