The Mathematical Theory of the Top. Lectures Delivered On the Occasion of the Sesquicentennial Celebration of Princeton
The book The Mathematical Theory of the Top. Lectures Delivered On the Occasion of the Sesquicentennial Celebration of Princeton was written by author Klein, Felix, 1849-1925 Here you can read free online of The Mathematical Theory of the Top. Lectures Delivered On the Occasion of the Sesquicentennial Celebration of Princeton book, rate and share your impressions in comments. If you don't know what to write, just answer the question: Why is The Mathematical Theory of the Top. Lectures Delivered On the Occasion of the Sesquicentennial Celebration of Princeton a good or bad book?
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We have before us an illustration of the value of transcendental curves. It is only in the very exceptional case when the multiplicative factor k = 1 , and ipa is com- mensurable with TT, that the curves we have been studying become algebraic. To sum up the conclusions which we have thus far established ; we have proved that the motion of 42 MOTION OF THE TOP the spherical top on a fixed point of support may be completely clefuied geometrically in terms of elliptic curves of the first degree. W...e have also shown that the variation of the parameters a, /?, y, 8 with the time t may be pictured by curves of the same character. Let us now resume the study of the curve traced by the apex of the top. The parameters a, /?, y, 8, and ^ are all elliptic functions of the argument t, and the full meaning of elliptic functions comes to light only w^lien the argument is supposed capable of taking complex values. Thus only, in particular, will the double periodicity of the functions come into evidence.
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