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    1. Naturvetenskap och teknik
    2. Matematik och naturvetenskap
    3. Matematik
    4. Matematikens filosofi

    Vector

    A Surprising Story of Space, Time, and Mathematical Transformation

    AvRobyn Arianrhod

    Inbunden, Engelska, 2024

    292 kr

    Beställningsvara. Skickas inom 5-8 vardagar. Fri frakt över 249 kr.

    Beskrivning

    A celebration of the seemingly simple idea that allowed us to imagine the world in new dimensions—sparking both controversy and discovery.   The stars of this book, vectors and tensors, are unlikely celebrities. If you ever took a physics course, the word “vector” might remind you of the mathematics needed to determine forces on an amusement park ride, a turbine, or a projectile. You might also remember that a vector is a quantity that has magnitude and (this is the key) direction. In fact, vectors are examples of tensors, which can represent even more data. It sounds simple enough—and yet, as award-winning science writer Robyn Arianrhod shows in this riveting story, the idea of a single symbol expressing more than one thing at once was millennia in the making. And without that idea, we wouldn’t have such a deep understanding of our world.Vector and tensor calculus offers an elegant language for expressing the way things behave in space and time, and Arianrhod shows how this enabled physicists and mathematicians to think in a brand-new way. These include James Clerk Maxwell when he ushered in the wireless electromagnetic age; Einstein when he predicted the curving of space-time and the existence of gravitational waves; Paul Dirac, when he created quantum field theory; and Emmy Noether, when she connected mathematical symmetry and the conservation of energy. For it turned out that it’s not just physical quantities and dimensions that vectors and tensors can represent, but other dimensions and other kinds of information, too. This is why physicists and mathematicians can speak of four-dimensional space-time and other higher-dimensional “spaces,” and why you’re likely relying on vectors or tensors whenever you use digital applications such as search engines, GPS, or your mobile phone.In exploring the evolution of vectors and tensors—and introducing the fascinating people who gave them to us—Arianrhod takes readers on an extraordinary, five-thousand-year journey through the human imagination. She shows the genius required to reimagine the world—and how a clever mathematical construct can dramatically change discovery’s direction.

    Produktinformation

    • Utgivningsdatum:2024-05-29
    • Mått:144 x 218 x 36 mm
    • Vikt:636 g
    • Format:Inbunden
    • Språk:Engelska
    • Antal sidor:376
    • Förlag:The University of Chicago Press
    • ISBN:9780226821108

    Utforska kategorier

    • Matematikens filosofi inom Naturvetenskap och teknik
    • Matematikens historia inom Naturvetenskap och teknik

    Mer om författaren

    Robyn Arianrhod is a science writer and a mathematician affiliated with Monash University’s School of Mathematics, where she researches general relativity and history of science. She is the author of the critically acclaimed books Einstein’s Heroes: Imagining the World through the Language of Mathematics; Seduced by Logic: Émilie du Châtelet, Mary Somerville and the Newtonian Revolution; and Thomas Harriot: A Life in Science.

    Recensioner i media

    “Holiday-making can itself be a lonely business. To while away those sleepless hours on long train journeys, a good book is vital. On the strength of the title alone, what could be more fitting for discombobulated travellers than Arianrhod's Vector. Not only will readers acquire the mathematical ability to determine forces on an amusement park ride (a vital part of parental arsenals), they will also discover how an elegant piece of mathematical notation has changed the way we think about the world.”

    Innehållsförteckning

    • Prologue1. The Liberation of Algebra2. The Arrival of Calculus3. Ideas for Vectors4. Understanding Space (and Storage)5. A Surprising New Player and a Very Slow Reception6. Tait and Maxwell: Hatching the Electromagnetic Vector Field7. The Slow Journey from Quaternions to Vectors8. Vector Analysis at Last—and a “War” over Quaternions9. From Space to Space-Time: A New Twist for Vectors10. Curving Spaces and Invariant Distances: On the Way to Tensors11. Inventing Tensors—and Why They Matter12. Everything Comes Together: Tensors and the General Theory of Relativity13. What Happened NextEpilogueTimelineAcknowledgmentsNotesIndex