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2017 | OriginalPaper | Chapter

Farewell to the Reader

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Abstract

Does Dostoyevsky refer to mathematics in the epigraphs above? Probably not, but his lines are so applicable to mathematics, with their references to proving existence and importance of beauty! Einstein, a connoisseur of Beauty, observes poetic qualities of pure mathematics. Mathematics could be viewed as a science whose truths exist in Nature independently of our mind. It is also used as a tool in a variety of other sciences. In a sense, mathematics is a language, used by many disciplines to make themselves more rigorous. And mathematics could be viewed as an art, which not only reflects Nature, but also creates Beauty that can compete with the Beauty of Nature. The Colorado Mathematical Olympiad exists to spread this Beauty, and to pass this connoisseurship to young minds.

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Footnotes
1
[Pas], Translated especially for The Mathematical Coloring Book [Soi11] by Ilya Hoffman.
 
Literature
[ES]
go back to reference Erdős, P., & Soifer, A. (2017). Problems of pgom Erdős. New York: Springer. Erdős, P., & Soifer, A. (2017). Problems of pgom Erdős. New York: Springer.
[Pas]
go back to reference Pasternak, B.L., Волны (Waves), 1931, Compete Works in 11 Volumes, vol. 2, 50–59; Slovo, Moscow, 2004. Pasternak, B.L., Волны (Waves), 1931, Compete Works in 11 Volumes, vol. 2, 50–59; Slovo, Moscow, 2004.
[Soi3]
go back to reference Soifer, A. (2009). The mathematical coloring book: Mathematics of coloring and the colorful life of its creators. New York: Springer. Soifer, A. (2009). The mathematical coloring book: Mathematics of coloring and the colorful life of its creators. New York: Springer.
[Soi6]
go back to reference Soifer, A. (2009). How does one cut a triangle? (2nd expanded edition). New York: Springer. Soifer, A. (2009). How does one cut a triangle? (2nd expanded edition). New York: Springer.
[Soi7]
go back to reference Soifer, A. 2010. Geometric etudes in combinatorial mathematics (2nd expanded edition). New York: Springer. Soifer, A. 2010. Geometric etudes in combinatorial mathematics (2nd expanded edition). New York: Springer.
[Soi10]
go back to reference Soifer, A. (2015). The scholar and the state: In search of Van der Waerden. Basel, Switzerland: Birkhäuser Springer. Soifer, A. (2015). The scholar and the state: In search of Van der Waerden. Basel, Switzerland: Birkhäuser Springer.
[Soi11]
go back to reference Soifer, A. (2016). The Harwiger-Nelson problem. In John F. Nash, Jr., & Michael Th. Rassias (Eds.), Open problems in mathematics. Cham, Switzerland: Springer. Soifer, A. (2016). The Harwiger-Nelson problem. In John F. Nash, Jr., & Michael Th. Rassias (Eds.), Open problems in mathematics. Cham, Switzerland: Springer.
[Soi13]
go back to reference Soifer, A. Memory in flashback: A mathematician’s adventures on both sides of the atlantic. Springer Birkhäuser, Basel, under construction. Soifer, A. Memory in flashback: A mathematician’s adventures on both sides of the atlantic. Springer Birkhäuser, Basel, under construction.
Metadata
Title
Farewell to the Reader
Author
Alexander Soifer
Copyright Year
2017
DOI
https://doi.org/10.1007/978-3-319-52861-8_27

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