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Summary of Joseph Mazur's The Motion Paradox
Summary of Joseph Mazur's The Motion Paradox
Summary of Joseph Mazur's The Motion Paradox
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Summary of Joseph Mazur's The Motion Paradox

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#1 Zeno’s paradoxes are a series of arguments that contradict common sense and have been misunderstood for more than two and a half millennia. They raise a fundamental question about the universe: Are time and space continuous like an unbroken line, or do they come in discrete units, like a string of beads.

#2 Zeno’s paradoxes were absurd, and many thought so. They were considered embarrassments to mathematicians’ investigations of infinity and the continuum, and the Greeks abandoned such investigations.

#3 The paradox of the dichotomy is a demonstration that our understanding of motion is intricately tangled between the discrete and continuous impressions of time and space. We measure time as a duration and think of motion as continuous.

#4 Zeno of Elea, a philosopher who came to Athens from Croton in southern Italy, was reading from his famous book on philosophy. He argued that if a thing can be divided, its divided parts can also be divided and such divisions can continue indefinitely. From this, he concluded that change is not possible.

LanguageEnglish
PublisherIRB Media
Release dateJun 4, 2022
ISBN9798822530034
Summary of Joseph Mazur's The Motion Paradox
Author

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    Summary of Joseph Mazur's The Motion Paradox - IRB Media

    Insights on Joseph Mazur's The Motion Paradox

    Contents

    Insights from Chapter 1

    Insights from Chapter 2

    Insights from Chapter 3

    Insights from Chapter 4

    Insights from Chapter 1

    #1

    Zeno’s paradoxes are a series of arguments that contradict common sense and have been misunderstood for more than two and a half millennia. They raise a fundamental question about the universe: Are time and space continuous like an unbroken line, or do they come in discrete units, like a string of beads.

    #2

    Zeno’s paradoxes were absurd, and many thought so. They were considered embarrassments to mathematicians’ investigations of infinity and the continuum, and the Greeks abandoned such investigations.

    #3

    The paradox of the dichotomy is a demonstration that our understanding of motion is intricately tangled between the discrete and continuous impressions of time and space. We measure time as a duration and think of motion as continuous.

    #4

    Zeno of Elea, a philosopher who came to Athens from Croton in southern Italy, was reading from his famous book on philosophy. He argued that if a thing can be divided, its divided parts can also be divided and such divisions can continue indefinitely. From this, he concluded that change is not possible.

    #5

    Parmenides and Zeno were philosophers who believed that nothing changes because change would require a becoming and an end to being. They argued that something in an act of change must perform that act in time. Thus, change is equivalent to motion.

    #6

    The Pythagorean brotherhood was

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