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Search: All articles in the CJM digital archive with keyword diophantine approximation

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1. CJM Online first

Ganguly, Arijit; Ghosh, Anish
 Dirichlet's theorem in function fields We study metric Diophantine approximation for function fields specifically the problem of improving Dirichlet's theorem in Diophantine approximation. Keywords:Dirichlet's theorem, Diophantine approximation, positive characteristicCategories:11J83, 11K60, 37D40, 37A17, 22E40

2. CJM 2002 (vol 54 pp. 1305)

Vulakh, L. Ya.
 Continued Fractions Associated with $\SL_3 (\mathbf{Z})$ and Units in Complex Cubic Fields Continued fractions associated with $\GL_3 (\mathbf{Z})$ are introduced and applied to find fundamental units in a two-parameter family of complex cubic fields. Keywords:fundamental units, continued fractions, diophantine approximation, symmetric spaceCategories:11R27, 11J70, 11J13
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