18 episodes

Mary Everest Boole (1832-1916) was born Mary Everest in England and spent her early years in France. She married mathematician George Boole. She was the author of several works on teaching and teaching mathematics in particular.

This short book, Philosophy and Fun of Algebra, is meant to be read by children and introduces algebra and logic. She uses the word “algebra” broadly, defining it as a “method of solving problems by honest confession of one’s ignorance”. Using this definition, Boole introduces, in a conversational manner, the concepts of logic and algebra, illustrating these concepts with stories and anecdotes, often from biblical sources. At times, her discussion seems somewhat mystical, speaking of the imagination and angels as messengers which guide one toward the next step in a logical investigation. Boole ends the book with a reminder that algebra’s essential element is “the habitual registration of the exact limits of one’s knowledge” and a call for the public to keep this principle in mind when encountering any situation.
(Summary written by Patricia Oakley)

Philosophy and Fun of Algebra by Mary Everest Boole (1832 - 1916‪)‬ LibriVox

    • Arts

Mary Everest Boole (1832-1916) was born Mary Everest in England and spent her early years in France. She married mathematician George Boole. She was the author of several works on teaching and teaching mathematics in particular.

This short book, Philosophy and Fun of Algebra, is meant to be read by children and introduces algebra and logic. She uses the word “algebra” broadly, defining it as a “method of solving problems by honest confession of one’s ignorance”. Using this definition, Boole introduces, in a conversational manner, the concepts of logic and algebra, illustrating these concepts with stories and anecdotes, often from biblical sources. At times, her discussion seems somewhat mystical, speaking of the imagination and angels as messengers which guide one toward the next step in a logical investigation. Boole ends the book with a reminder that algebra’s essential element is “the habitual registration of the exact limits of one’s knowledge” and a call for the public to keep this principle in mind when encountering any situation.
(Summary written by Patricia Oakley)

    01 - From Arithmetic to Algebra

    01 - From Arithmetic to Algebra

    • 8 min
    02 - The Making of Algebras

    02 - The Making of Algebras

    • 5 min
    03 - Simultaneous Problems

    03 - Simultaneous Problems

    • 4 min
    04 - Partial Solutions.. Elements of Complexity

    04 - Partial Solutions.. Elements of Complexity

    • 4 min
    05 - Mathematical Certainty ...

    05 - Mathematical Certainty ...

    • 3 min
    06 - The First Hebrew Algebra

    06 - The First Hebrew Algebra

    • 10 min

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