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Recall that, as explained in (Baronti et al. in Calculus problems, Unitext, 101, La Matematica per il 3 + 2, Springer, 2016), the Riemann integral \(\smallint_{a}^{b} {f(x)}\) dx of a non negative bounded function \(f:[a,b] \to {\mathbb{R}}\) is meant to capture the area under its graph.

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Multiple Integrals

  • 章节

  • 发表日期：

    2025年

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  • Marco Baronti,
  • Enrico Calcagno,
  • Filippo De Mari,
  • Robertus van der Putten

摘要

Recall that, as explained in (Baronti et al. in Calculus problems, Unitext, 101, La Matematica per il 3 + 2, Springer, 2016), the Riemann integral \(\smallint_{a}^{b} {f(x)}\) dx of a non negative bounded function \(f:[a,b] \to {\mathbb{R}}\) is meant to capture the area under its graph.