An introduction to mathematics, by A. N. Whitehead.

CHAPTER XII PERIODICITY IN NATURE THE whole life of Nature is dominated by the existence of periodic events, that is, by the existence of successive events so analogous to each other that, without any straining of language, they may be termed recurrences of the same event. The rotation of the earth produces the successive days. It is true that each day is different from the preceding days, however abstractly we define the meaning of a day, so as to exclude casual phenomena. But with a sufficiently abstract definition of a day, the distinction in properties between two days becomes faint and remote from practical interest; and each day may then be conceived as a recurrence of the phenomenon of one rotation of the earth. Again the path of the earth round the sun leads to the yearly recurrence of the seasons, and imposes another periodicity on all the operations of nature. Another less fundamental periodicity is provided by the phases of the moon. In modern civilized life, with its artificial light, these phases are of slight importance, but in 164

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Title
An introduction to mathematics, by A. N. Whitehead.
Author
Whitehead, Alfred North, 1861-1947.
Canvas
Page 160
Publication
New York,: H. Holt and company; [etc., etc.,
c1911]
Subject terms
Mathematics

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"An introduction to mathematics, by A. N. Whitehead." In the digital collection University of Michigan Historical Math Collection. https://name.umdl.umich.edu/aaw5995.0001.001. University of Michigan Library Digital Collections. Accessed May 22, 2025.
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