Diophantine Equations over Function Fields (London

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Gelfand was a brilliant and important mathematician of outstanding breadth with a huge number of theorems and discoveries. Being at the heart of the economic and business hub of the United States, students in the Mathematics Department at New York University have a distinct advantage. Unless announced otherwise the group meets on Mondays in Rm G010 at 2.15 till 4.15. From this brief glimpse into the world of well known applied mathematics, together with the examples I will be describing from pure mathematics in Section 4 and the Appendix, it appears that there is much potential to view Integral Mathematics from perspective #6, in the context of a separate field of mathematical study itself.

Pages: 136

Publisher: Cambridge University Press; 1 edition (April 26, 1984)


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