An Investigation of the Laws of Thought by George Boole

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By Charlotte Girard Posted on Nov 15, 2025
In Category - Philosophy
Boole, George, 1815-1864 Boole, George, 1815-1864
English
Imagine if someone tried to build a math for how we think. Not about numbers, but about ideas—true, false, maybe, and the connections between them. That’s what George Boole did in the 1850s. This book is his blueprint. It’s not a story with characters, but a quiet revolution. He basically invented the rules that make your computer, your phone, and every piece of modern tech possible. Reading it is like getting a backstage pass to the birth of the digital age, written by the shy, self-taught genius who saw it all coming.
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the main points in which they agreed with, or differed from, each other. The earliest of them was _Thales_, who was born at Miletus, about 640 B.C. He was a man of great political sagacity and influence; but we have to consider him here as the earliest philosopher who appears to have been convinced of the necessity of scientific proof of whatever was put forward to be believed, and as the originator of mathematics and geometry. He was also a great astronomer; for we read in Herodotus (i. 74) that he predicted the eclipse of the sun which happened in the reign of Alyattes, king of Lydia, B.C. 609. He asserted that water is the origin of all things; that everything is produced out of it, and everything is resolved into it. He also asserted that it is the soul which originates all motion, so much so, that he attributes a soul to the magnet. Aristotle also represents him as saying that everything is full of Gods. He does not appear to have left any written treatises behind him: we are uncertain when or where he died, but he is said to have lived to a great age—to 78, or, according to some writers, to 90 years of age. _Anaximander_, a countryman of Thales, was also born at Miletus, about 30 years later; he is said to have been a pupil of the former, and deserves especial mention as the oldest philosophical writer among the Greeks. He did not devote himself to the mathematical studies of Thales, but rather to speculations concerning the generation and origin of the world; as to which his opinions are involved in some obscurity. He appears, however, to have considered that all things were formed of a sort of matter, which he called τὸ ἄπειρον, or The Infinite; which was something everlasting and divine, though not invested with any spiritual or intelligent nature. His own works have not come down to us; but, according to Aristotle, he considered this “Infinite” as consisting of a mixture of simple, unchangeable elements, from which all things were produced by the concurrence of homogeneous particles already existing in it,—a process which he attributed to the constant conflict between heat and cold, and to affinities of the particles: in this he was opposed to the doctrine of Thales, Anaximenes, and Diogenes of Apollonia, who agreed in deriving all things from a single, not _changeable_, principle. Anaximander further held that the earth was of a cylindrical form, suspended in the middle of the universe, and surrounded by water, air, and fire, like the coats of an onion; but that the interior stratum of fire was broken up and collected into masses, from which originated the sun, moon, and stars; which he thought were carried round by the three spheres in which they were respectively fixed. He believed that the moon had a light of her own, not a borrowed light; that she was nineteen times as large as the earth, and the sun twenty-eight. He thought that all animals, including man, were originally produced in water, and proceeded gradually to become land animals. According to Diogenes Laertius, he was the inventor of the gnomon, and of geographical maps; at all events, he was the first person who introduced the use of the gnomon into Greece. He died about 547 B.C. _Anaximenes_ was also a Milesian, and a contemporary of Thales and Anaximander. We do not exactly know when he was born, or when he died; but he must have lived to a very great age, for he was in high repute...

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Let's be clear from the start: this isn't a novel. There's no plot twist or love story. Instead, George Boole presents an argument. He asks a huge question: Can the process of human reasoning, the way we combine ideas and draw conclusions, be expressed with the certainty of mathematics? The 'story' is his step-by-step construction of a new kind of algebra—one where symbols (like x and y) don't stand for numbers, but for classes of things or logical propositions. He shows how operations like 'AND', 'OR', and 'NOT' can be handled with equations. The climax isn't an event, but a realization: complex human thought can be modeled, simplified, and mechanized.

Why You Should Read It

It's humbling and mind-expanding. Boole writes with a calm, relentless logic that feels like watching a master craftsman at work. You see the raw, foundational code of our world being written. Every time you use a search engine ("cats AND dogs but NOT fish") or understand how a computer chip makes a decision, you're seeing Boole's ideas in action. Reading the original is different from just hearing about 'Boolean logic'—you get the sense of discovery, the elegant simplicity of his system emerging from pure thought.

Final Verdict

This is for the curious non-specialist who loves ideas. It's perfect if you're fascinated by the history of science, the philosophy of mind, or the hidden foundations of our digital lives. It requires some patience—it's a 19th-century scientific text—but the payoff is profound. You won't get car chases, but you might get the thrill of seeing the world in a completely new way. Think of it as the ultimate origin story for the age of information.



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