Book contents
- Frontmatter
- Foreword
- Acknowledgments
- Contents
- The Mystery of the Four-leaf Clovers
- A Fugue
- Tombstone Inscriptions
- The Two Lights
- MMM
- Acquiring Some Personal Items for MMM
- Difficulty in Explaining Relativity Theory in a Few Words
- Difficulty in Obtaining a Cup of Hot Tea
- Hail to Thee, Blithe Spirit
- C. D.
- Cupid's Problem
- The Lighter Life of an Editor
- The Two Kellys
- Some Debts
- Hypnotic Powers
- Founding the Echols Mathematics Club
- Meeting Maurice Fréchet
- Mathematizing the New Mathematics Building
- Finding Some Lost Property Corners
- The Tennessee Valley Authority
- How I First Met Dr. Einstein
- Catching Vibes, and Kindred Matters
- A Pair of Unusual Walking Sticks
- A New Definition
- Dr. Einstein's First Public Address at Princeton
- Parting Advice
- Two Newspaper Items and a Phone Call
- Wherein the Author Is Beasted
- The Scholar's Creed
- The Perfect Game of Solitaire
- The Most Seductive Book Ever Written
- The Master Geometer
- Sandy
- The Perfect Parabola
- Three Coolidge Remarks
- Professor Coolidge during Examinations
- Professor Coolidge's Test
- Borrowing Lecture Techniques from Admired Professors
- My Teaching Assistant Appointment
- A Night in the Widener Memorial Library
- The Slit in the Wall
- Nathan Altshiller Court
- An Editorial Comment
- Intimations of the Future
- A Rival Field
- A Chinese Lesson
- The Bookbag
- Running a Mile in Twenty-one Seconds
- Winning the 1992 Pólya Award
- A Love Story
- Eves' Photo Album
- A Condensed Biography of Howard Eves
- An Abridged Bibliography of Howard Eves' Work
A Rival Field
- Frontmatter
- Foreword
- Acknowledgments
- Contents
- The Mystery of the Four-leaf Clovers
- A Fugue
- Tombstone Inscriptions
- The Two Lights
- MMM
- Acquiring Some Personal Items for MMM
- Difficulty in Explaining Relativity Theory in a Few Words
- Difficulty in Obtaining a Cup of Hot Tea
- Hail to Thee, Blithe Spirit
- C. D.
- Cupid's Problem
- The Lighter Life of an Editor
- The Two Kellys
- Some Debts
- Hypnotic Powers
- Founding the Echols Mathematics Club
- Meeting Maurice Fréchet
- Mathematizing the New Mathematics Building
- Finding Some Lost Property Corners
- The Tennessee Valley Authority
- How I First Met Dr. Einstein
- Catching Vibes, and Kindred Matters
- A Pair of Unusual Walking Sticks
- A New Definition
- Dr. Einstein's First Public Address at Princeton
- Parting Advice
- Two Newspaper Items and a Phone Call
- Wherein the Author Is Beasted
- The Scholar's Creed
- The Perfect Game of Solitaire
- The Most Seductive Book Ever Written
- The Master Geometer
- Sandy
- The Perfect Parabola
- Three Coolidge Remarks
- Professor Coolidge during Examinations
- Professor Coolidge's Test
- Borrowing Lecture Techniques from Admired Professors
- My Teaching Assistant Appointment
- A Night in the Widener Memorial Library
- The Slit in the Wall
- Nathan Altshiller Court
- An Editorial Comment
- Intimations of the Future
- A Rival Field
- A Chinese Lesson
- The Bookbag
- Running a Mile in Twenty-one Seconds
- Winning the 1992 Pólya Award
- A Love Story
- Eves' Photo Album
- A Condensed Biography of Howard Eves
- An Abridged Bibliography of Howard Eves' Work
Summary
Occasionally I am asked if there is some field I might have cared to go into instead of mathematics. Though there is a rival area that has strongly pulled on me, the conviction that I would have done so much more poorly in it than in mathematics makes the answer a definite “No.” Not only that, but I had already become dedicated to mathematics. That other area is music. My desires there would have been too high for me to attain, for I would want to compose outstanding symphonies—that, or nothing at all. So I content myself to listening to great symphonies rather than trying in vain to write them.
There is certainly a strong kinship between music and mathematics. J. J. Sylvester had a keen sense of this. In a paper of his, “On Newton's rule for the discovery of imaginary roots,” he exclaims in a footnote:
“May not Music be described as the Mathematic of sense, Mathematic as Music of the reason? the soul of each the same! Thus the musician feels Mathematic, the mathematician thinks Music,—Music the dream, Mathematic the working life—each to receive consummation from the other when human intelligence, elevated to its perfect type, shall shine forth glorified in some future Mozart-Dirichlet or Beethoven-Gauss—a union already indistinctly foreshadowed in the genius and labours of Helmholtz!”
During my Harvard years I had great opportunity to enjoy fine music, for just across the Charles River in Boston was the world-famous Boston Symphony Orchestra, conducted at that time by the incomparable Serge Koussevitzky.
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- Mathematical Reminiscences , pp. 161 - 162Publisher: Mathematical Association of AmericaPrint publication year: 2001