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File:Curvature effects on geometry of riemann-stieljes integral f g x.png

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Summary

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English: The effects of curvature in g(x) on the geometry of the Riemann-Stieljes integral. These projections illustrate that the curve in g(x) weights the area of the projection. The values of x for which g(x) has the steepest slope correspond to regions of the "fence" with the greater projection and thereby carry the most weight in the integral.
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Author Sound effx

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Captions

The effects of curvature in ''g(x)'' on the geometry of the Riemann-Stieltjes integral.

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11 August 2022

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Date/TimeThumbnailDimensionsUserComment
current16:47, 14 August 2022Thumbnail for version as of 16:47, 14 August 20221,000 × 1,128 (124 KB)Sound effxCropped some empty space at the bottom
21:43, 11 August 2022Thumbnail for version as of 21:43, 11 August 20221,000 × 1,200 (163 KB)Sound effxUploaded own work with UploadWizard

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