The Game of Logic
by Lewis Carroll, Carroll Lewis 1832-1898, Mary Agnes Wilson
7.13 / 10 577 ratings
- Language
- English
- Published
- 2022
- Publisher
- Creative Media Partners, LLC
- Pages
- 114
- ISBN
- 9781015470590
Enter the world of logical deduction through the unique lens of Lewis Carroll, the imaginative mind behind Alice's Adventures in Wonderland, with "The Game of Logic." This 1886 work, penned by mathematician Charles Lutwidge Dodgson, offers an introduction to the fundamentals of logic through an engaging, playful system. Readers learn to represent propositions and inferences using a board game, complete with coins, to visualize logical relationships.
Carroll's method starts with simple statements, such as "Some fresh cakes are sweet," and progressively guides participants through the construction and analysis of more complex syllogisms. The book explains different types of propositions, the concept of the "Universe of Things," and common logical fallacies, all presented with the author's characteristic blend of whimsy and intellectual precision. Discover how to unravel logical puzzles and sharpen your reasoning skills with this interactive approach to an essential discipline.
Carroll's method starts with simple statements, such as "Some fresh cakes are sweet," and progressively guides participants through the construction and analysis of more complex syllogisms. The book explains different types of propositions, the concept of the "Universe of Things," and common logical fallacies, all presented with the author's characteristic blend of whimsy and intellectual precision. Discover how to unravel logical puzzles and sharpen your reasoning skills with this interactive approach to an essential discipline.
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Original edition
Das Spiel der LogikOriginally published in 1998 German Tropen Verlag
Other editions (118)
Listen to the summary Narrated summary
Step into a whimsical world where the abstract art of logic transforms into a delightful game, played not with solemn theorems, but with a simple board and a handful of colored counters. Imagine a square, divided into four quadrants, each representing a distinct possibility in our "Universe of Things." For instance, if we speak of cakes, one quadrant might hold those that are both "fresh" and "sweet," another for those "fresh" but "not-sweet," a third for "not-fresh" yet "sweet," and finally, the last for those that are neither "fresh" nor "sweet." This is your playing field, a visual map for navigating the intricacies of propositions.
To play, you are given nine counters: four of a vivid red and five of a sober grey. A red coin, when placed in a quadrant, signifies the presence of "some" (one or more) of the items described by that quadrant. A grey coin, conversely, declares that the sector is entirely "empty" of such items. For example, a red coin in the "fresh and sweet" quadrant proclaims, "Some fresh cakes are sweet." By strategically placing these coins, you learn to represent various types of propositions, from the simple to the more complex, such as "Some fresh cakes are sweet and some not-sweet".
The true joy of this game unfolds when we begin to tackle syllogisms. Here, two propositions, called "premises," are laid out on the board, and your task is to deduce a third, the "conclusion." The board itself helps to eliminate the irrelevant and highlight the undeniable. You might start with a larger class of "eatable" and "not-eatable" cakes, further subdividing your quadrants to handle more nuanced statements and relationships between different attributes.
As your skill grows, the game introduces a more elaborate, three-dimensional diagram – a flattened 2x2x2 cube, in essence – for problems involving three propositions simultaneously. This expanded universe allows for even greater logical gymnastics, challenging you to sort through a multitude of conditions and arrive at the singular, inescapable truth. The goal is not merely to find the answer, but to understand the elegant process by which it is reached.
This delightful exercise, presented with a playful spirit, aims to instill the fundamentals of logical reasoning. It is designed to be an entertaining and instructive introduction, demonstrating how even complex arguments can be broken down and solved visually. Whether played alone or with a companion, the game offers endless amusement and, almost imperceptibly, sharpens the mind, proving that learning logic can be as enjoyable as any sport.
To play, you are given nine counters: four of a vivid red and five of a sober grey. A red coin, when placed in a quadrant, signifies the presence of "some" (one or more) of the items described by that quadrant. A grey coin, conversely, declares that the sector is entirely "empty" of such items. For example, a red coin in the "fresh and sweet" quadrant proclaims, "Some fresh cakes are sweet." By strategically placing these coins, you learn to represent various types of propositions, from the simple to the more complex, such as "Some fresh cakes are sweet and some not-sweet".
The true joy of this game unfolds when we begin to tackle syllogisms. Here, two propositions, called "premises," are laid out on the board, and your task is to deduce a third, the "conclusion." The board itself helps to eliminate the irrelevant and highlight the undeniable. You might start with a larger class of "eatable" and "not-eatable" cakes, further subdividing your quadrants to handle more nuanced statements and relationships between different attributes.
As your skill grows, the game introduces a more elaborate, three-dimensional diagram – a flattened 2x2x2 cube, in essence – for problems involving three propositions simultaneously. This expanded universe allows for even greater logical gymnastics, challenging you to sort through a multitude of conditions and arrive at the singular, inescapable truth. The goal is not merely to find the answer, but to understand the elegant process by which it is reached.
This delightful exercise, presented with a playful spirit, aims to instill the fundamentals of logical reasoning. It is designed to be an entertaining and instructive introduction, demonstrating how even complex arguments can be broken down and solved visually. Whether played alone or with a companion, the game offers endless amusement and, almost imperceptibly, sharpens the mind, proving that learning logic can be as enjoyable as any sport.
What other readers say
Liked
Reviewers consistently praise the book's charming and engaging narrative style, describing it as conversational and witty, almost like a friendly adult guiding the reader. This unique approach makes the often-complex subject of logic surprisingly accessible and enjoyable, even for beginners. Many highlight its value as an excellent introduction to logical thinking, suitable for students across various fields like philosophy, mathematics, or programming. The book's use of a "game" format, coupled with ingenious graphical representations and humorous examples, is frequently cited as a key strength, stimulating curiosity and providing a fun way to exercise the mind. It offers a lighthearted yet effective pedagogical tool that makes learning logic an entertaining experience.
Disliked
Despite its many merits, some readers found the logical concepts presented to be quite rudimentary, especially those with prior academic exposure to the subject. A significant recurring criticism revolves around the book's formatting, particularly in digital editions, where diagrams and crucial visual aids are often missing or rendered improperly, making the content confusing and difficult to follow. The system of visualization, while ingenious, can also become overly complicated and obscure towards the later parts of the book, leading some to feel that only the author could fully grasp its intricacies. For some, the pace felt slow or repetitive, and the material, while historically interesting, was not always deemed as effective pedagogically compared to more modern methods.
In short
In conclusion, this book offers a distinctive and often delightful entry point into the world of classical logic, blending intellectual challenge with the author's characteristic wit. It is highly recommended for those new to logic, secondary school students, or anyone seeking a stimulating mental exercise presented in a unique narrative style. However, prospective readers should be aware that the book's full appreciation heavily relies on acquiring a well-formatted edition with clear, intact diagrams. While it may not satisfy those seeking advanced logical concepts or a straightforward, modern textbook approach, it remains a charming and historically significant work that effectively sparks curiosity and makes the fundamentals of logical reasoning enjoyable for a broad audience.
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