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• Notes:Simple function approximation to a numerical function
  ...e approximating ''extended real value'' functions, that's what we mean by "numerical function"<br/> {{Notes|Measure Theory|Analysis|Real Analysis}}
  892 B (132 words) - 15:30, 3 March 2017
• Square root
  {{Stub page|grade=A|msg=Complex viewpoint would be good, maybe a numerical one for approximating maybe?}} {{Definition|Complex Analysis|Numerical Analysis|Analysis|Real Analysis}}
  858 B (151 words) - 05:22, 10 April 2017
• Monotonicity of the integral of non-negative extended-real-valued measurable functions with respect to a measure
  ...the [[extended real values]] are sometimes called [[numerical functions|''numerical functions'']]</ref>, then{{rMIAMRLS}}: Recall the definition of the {{link|integral of a non-negative numerical function|measure theory}}^{Author's note:}<ref group="Note">Right n
  3 KB (623 words) - 19:41, 14 April 2017
• Monotone convergence theorem for non-negative numerical measurable functions/Statement
  ...\right) }}<ref group="Note">Note that for the [[integral of a non-negative numerical measurable function]] to be even defined that (as the name suggests) the fu {{Theorem Of|Measure Theory|Analysis|Functional Analysis}}
  2 KB (415 words) - 08:29, 17 April 2017