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单词 Dirichlet’s approximation theorem
释义
Dirichlet’s approximation theorem

Mathematics
  • Let α‎ be a real number and Q > 1 be an integer. Then there are integers p,q with 0< q < Q such that |qα‎p|≤1/Q. Consequenctly, there are infinitely many p,q satisfying |α‎p/q|≤1/q2. This is a significant result in Diophantine approximation, the study of approximating real numbers by rational numbers. Compare Roth’s theorem.


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