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A note on asymmetric approximation

  • K. C. Prasad (a1) and Arjun Prasad (a2)

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This article considers the effect of more than one quotient and improves a theorem of Tong which is a generalization of a theorem of Segre on asymmetric approximation.

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1. Segre, B. Lattice points in infinite domains and asymmetric approximations. Duke Math. J., 12 (1945), 337365.
2. Koksma, J. F. Diophantische Approximationen (Chelsea, New York, 1936).
3. Tong, J. A theorem on approximation of irrational number by simple continued fractions. Proc. Edinburgh Math. Soc. (1988) 31, 197204.
4. Tong, J. Segre's theorem on Asymmetric diophantine approximation. J. of Number Theory. (1988), 116118.
5. Leveque, W. J. On Asymmetric approximations. Michigan Math. J., 2 (1953), 16
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A note on asymmetric approximation

  • K. C. Prasad (a1) and Arjun Prasad (a2)

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