单词 | Darboux's theorem |
释义 | Darboux's theorem These are respectively referred to as the lower and upper Riemann or Darboux integrals of f. Then f is said to be Darboux integrable if the lower and upper integrals are equal, and this is equivalent to being Riemann integrable. The Dirichlet function on [a,b] has lower integral 0 and upper integral b–a and so is not Darboux or Riemann integrable. |
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