
In this foundational work, the author invites us to step back from the noisy claims of his time and examine how true knowledge can be built from the ground up. He begins by questioning every belief that rests on habit or tradition, urging a disciplined practice of doubt that clears the path for fresh insight.
From that skeptical footing, he outlines a simple yet powerful method: break complex problems into manageable parts, examine each with rigorous logic, and reconstruct understanding piece by piece. The famous declaration “I think, therefore I am” emerges as the first indubitable truth, opening a new way of seeing the mind’s role in grasping reality. Listeners will discover how this approach reshaped philosophy, science, and everyday reasoning, offering a timeless toolkit for anyone who wishes to think more clearly and confidently.
Language
fr
Duration
~11 hours (683K characters)
Publisher of text edition
Project Gutenberg
Credits
Produced by Miranda van de Heijning, Renald Levesque and the Online Distributed Proofreading Team. This file was produced from images generously made available by the Bibliothèque nationale de France (BnF/Gallica)
Release date
2004-10-25
Rights
Public domain in the USA.

1596–1650
A French philosopher, mathematician, and scientist whose clear, questioning style helped shape modern thought. Best known for the famous line "I think, therefore I am," he also left a lasting mark on mathematics through analytic geometry.
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