File:Gamma-area.svg
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Summary
| Description |
English: A graphic that describes Euler's constant visually. The area that is blue is equal to Euler's constant if the process is continued; more concretely, this is taking the limit as x -> ∞.
Esperanto: La konstanto de Eŭlero-Mascheroni egalas al la helblua areo se la proceso daŭriĝas nefinite. |
| Date | |
| Source | Own work |
| Author | William Demchick (Kiwi128) |
Licensing
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File history
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| Date/Time | Thumbnail | Dimensions | User | Comment | |
|---|---|---|---|---|---|
| current | 09:58, 16 July 2014 | | 720 × 480 (4 KB) | Tacsipacsi | transparent background |
| 01:19, 20 January 2011 |  | 720 × 480 (4 KB) | Kiwi128 | {{Information |Description={{en|1=A graphic that describes Euler's constant visually. The area that is blue is equal to Euler's constant if the process is continued; more concretely, this is taking the limit as x -> ∞.}} |Source={{own}} |Author=William |
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- Kurs:Mathematik (Osnabrück 2009-2011)/Teil II/Vorlesung 37
- Eulersche Konstante/1 durch n/Reihe und Funktion/Beispiel
- Uneigentliches Integral/Vergleichskriterium für Reihen/Textabschnitt
- Kurs:Mathematik (Osnabrück 2009-2011)/Teil II/Vorlesung 37/kontrolle
- Kurs:Mathematik für Anwender (Osnabrück 2011-2012)/Teil I/Vorlesung 27
- Kurs:Analysis (Osnabrück 2013-2015)/Teil II/Vorlesung 31
- Kurs:Analysis (Osnabrück 2014-2016)/Teil II/Vorlesung 31
- Kurs:Analysis (Osnabrück 2014-2016)/Teil II/Vorlesung 31/kontrolle
- Kurs:Analysis (Osnabrück 2021-2023)/Teil II/Vorlesung 31
- Kurs:Analysis (Osnabrück 2021-2023)/Teil II/Vorlesung 31/kontrolle
- Kurs:Analysis (Osnabrück 2013-2015)/Teil II/Vorlesung 31/kontrolle
- Kurs:Mathematik für Anwender (Osnabrück 2011-2012)/Teil I/Vorlesung 27/kontrolle
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