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23 January 2026
| 10:31 | Factorial diffhist -2,782 T talk contribs cut the most of section "Stirling formula"; torilink to Stirling | ||||
22 January 2026
21 January 2026
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00:47 | Factorial 2 changes history +320 [T (2×)] | |||
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00:47 (cur | prev) +1 T talk contribs →LogFactorial: misprint | ||||
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00:24 (cur | prev) +319 T talk contribs redefine B; add picture | ||||
20 January 2026
| m 18:23 | File:FactoriAsymptoBgreeT.png diffhist +286 T talk contribs →Notes by ChatGPT | ||||
| 18:03 | Upload log T talk contribs uploaded File:FactoriAsymptoBgreeT.png ({{oq|FactoriAsymptoBgreeT.png|Original file (800 × 667 pixels, file size: 24 KB, MIME type: image/png) |400}} Map of agreement \[ b(z) = - \lg \left(\frac {|z!-B(z)|} {|z!|+|B(z)|} \right) \] of the asymptotic \( B(z)= \sqrt{2\pi z}\ \exp\left(\log\left(\frac{z}{\mathrm e} \right) z \right) \left(1+ \frac{1}{z}\left(\frac{1}{12}+ \frac{1}{z}\left(\frac{1}{288}+ \frac{1}{z}\left(\frac{-139}{51840}+ \frac{1}{z}\left(\frac{-571}{2488320}+ \frac{1}{z}\left(\frac{163879}{209018880}+ \frac...) | ||||
19 January 2026
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20:37 | Factorial 5 changes history +2,769 [T (5×)] | |||
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20:37 (cur | prev) +6 T talk contribs | ||||
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16:10 (cur | prev) +69 T talk contribs | ||||
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15:43 (cur | prev) +185 T talk contribs mistake about ! and Gamma | ||||
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15:03 (cur | prev) +58 T talk contribs | |||
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14:53 (cur | prev) +2,451 T talk contribs add pic and formulas | ||||
| 19:48 | Upload log T talk contribs uploaded a new version of File:FactoriAsymptoAgreeT.png (misprint in the code had been corrected) | ||||
| 00:46 | File:FactoriAsymptoAgreeT.png diffhist +270 T talk contribs misprints | ||||
18 January 2026
| m 22:39 | Asymptotic diffhist +2 T talk contribs | ||||
| 22:24 | File:FactoriAsymptoAgreeT.png diffhist +1,551 T talk contribs | ||||
| 18:36 | Upload log T talk contribs uploaded File:FactoriAsymptoAgreeT.png ({{oq|FactoriAsymptoAgreeT.png|Original file (800 × 667 pixels, file size: 50 KB, MIME type: image/png)|400}} Map of agreement \[ a(z) = - \lg \left(\frac {|z!-A(z)|} {|z!|+|A(z)|} \right) \] of the asymptotic \[ A(z)= \sqrt{2\pi z}\ \exp\left(\log\left(\frac{z}{\mathrm e} \right) z + \frac{1}{12 z}\left(1+ \frac{1}{z^2}\left(\frac{-1}{30}+ \frac{1}{z^2}\left(\frac{1}{105}+ \frac{1}{z^2}\left(\frac{-1}{140}+ \frac{1}{z^2}\left(\frac{1}{99}+ \frac{1}{z^2}\left(\frac{-1}{42} \right) \rig...) | ||||