File:Kslog00.jpg: Revision history

11 March 2022

• curprev 19:5619:56, 11 March 2022‎ Maintenance script talk contribs‎ 28 bytes +28‎ == Summary == Importing file Tag: Server-side upload

22 June 2009

• curprev 03:2003:20, 22 June 2009‎ imported>Caesar Schinas‎ m 648 bytes +86‎ Bot: Replace Template:Image_notes_* with Template:Image_Details

27 May 2009

• curprev 05:0705:07, 27 May 2009‎ imported>Caesar Schinas‎ m 562 bytes +5‎ Robot: Automated text replacement (-{{CC-by-nd-3.0}} +{{CC|by-nd|3.0}})

30 October 2008

• curprev 09:0609:06, 30 October 2008‎ imported>Dmitrii Kouznetsov‎ 562 bytes +5‎ →‎Summary
• curprev 09:0409:04, 30 October 2008‎ imported>Dmitrii Kouznetsov‎ 557 bytes +557‎ uploaded a new version of "Image:Kslog00.jpg": {{Image notes |Description=function kslog as inverse of tetration inthe complex plane |Author=Dmitrii Kouznetsov |Date=2008 |Source= |Country first published in= Japan |Copyright holder=Dmitrii Kouznetosv |Notes= |Other versions=}}
• curprev 08:1508:15, 30 October 2008‎ imported>Dmitrii Kouznetsov‎ 557 bytes +557‎ {{Image notes ownworkpro |Description=function <math>f=\mathrm{kslog}(z)} , inverse of tetration tet, in the complex <math>x</math> plane. Levels <math>\Re(f)=-1, 0, 1,2</math> are shown with thick black curves. <math>\Im(f)=0, 1,2,3</math> are shown with thick blue curves. Intermediate levels are shown with thin curves. The cut is shown with pink strip. DUe to the symmetry, only upper halfplane is shown. |CZ username=Dmitrii Kouznetsov |Year created=2008 |Notes= |Other versions=}}