Mathematics

The Great Books of the Western Canon, organized by Mortimer J. Adler in the Syntopicon, span 102 enduring ideas—ranging from Truth, Beauty, and Justice to Democracy, Love, and God. These categories trace the intellectual tradition of the West, connecting philosophy, literature, history, science, and theology. Together, they map the recurring questions and principles shaping human thought across centuries.

692 posts

The Limitless Nature of Infinity and Infinity

by Benjamin Richmond in Infinity

The Limitless Nature of Infinity: A Philosophical Journey Summary: The concept of infinity, a profound idea that transcends mere number, stands as one of humanity's most enduring intellectual challenges. From the rigorous deductions of mathematics to the sweeping inquiries of metaphysics, infinity compels us to confront the boundaries...

The History and Philosophy of Mathematics and History

by Daniel Sanderson in History

The Unfolding Symphony: A Journey Through the History and Philosophy of Mathematics The history of mathematics is far more than a mere chronology of discoveries; it is an epic narrative interwoven with humanity's deepest philosophical inquiries. From the earliest counting systems to the most abstract theories, mathematics has...

The Limitless Nature of Infinity and Infinity

by Daniel Sanderson in Infinity

The Limitless Nature of Infinity: A Philosophical Journey The concept of infinity stands as one of humanity's most profound and perplexing ideas. Far from being a mere numerical placeholder for "very large," infinity represents a fundamental challenge to our understanding of existence, space, time, and even...

The Measurement of Time and Space and Time

by Daniel Sanderson in Time

The Unfolding Cosmos: Philosophical Inquiries into the Measurement of Time and Space The human endeavor to comprehend the universe often begins with our most fundamental perceptions: Time and Space. Yet, beneath the surface of everyday experience and scientific quantification lies a profound philosophical challenge: what exactly are we measuring when...

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