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File:Acosq1plotT.png ...parts the cubic polynomial corresponding to the truncation of the [[Taylor expansion]] at zero; [[Category:Taylor expansion]](2,512 × 3,504 (379 KB)) - 09:41, 21 June 2013
File:SuZex0map48small.png [[Complex map]] of the truncated [[Taylor expansion]] of function [[SuZex]] at zero; polynomial $P_{48}$ is plotted, $u\!+\!\ma Coefficients $c$ are calculated with [[Mathematica]], from the [[asymptotic expansion]] at large $-z$, condition $~\mathrm{SuZex}(0)\!=\!1~$ and the [[transfer e(1,230 × 1,230 (734 KB)) - 09:43, 21 June 2013
File:SuZexMapSmall48c.png ...[complex map]]s for function [[SuZex]] and that for its truncated [[Taylor expansion]] at zero with last term of 48th power.(1,230 × 1,230 (970 KB)) - 09:43, 21 June 2013
File:SuZexMapT.jpg ...bs(z) < 1.6 ) return SuZexTay0(z) ; // I made the Taylor expansion for this case ....) < 8.1 ) return suzex2008t12(z+12.) ; // I made the Taylor expansion for this case(4,576 × 4,542 (1.77 MB)) - 09:43, 21 June 2013
File:SuZexo20testTjpg.jpg ...bs(z) < 1.6 ) return SuZexTay0(z) ; // I made the Taylor expansion for this case ....) < 8.1 ) return suzex2008t12(z+12.) ; // I made the Taylor expansion for this case(4,576 × 4,542 (1.81 MB)) - 17:14, 25 September 2013
File:SuZexoMapJPG.jpg [[Complex map]] of the asymptotic expansion $Q_{20}$ of function [[SuZex]]; $~u\!+\!\mathrm i v\!=Q_{20}\!(x\!+\!\mathr and the expansion by orders of $1/z$. Here [[zex]](z)$\,=z\,\exp(z)~$.<br>(4,576 × 4,542 (1.73 MB)) - 17:15, 25 September 2013
File:SuZexPlot511T.jpg ...bs(z) < 1.6 ) return SuZexTay0(z) ; // I made the Taylor expansion for this case ....) < 8.1 ) return suzex2008t12(z+12.) ; // I made the Taylor expansion for this case(1,055 × 2,292 (188 KB)) - 08:53, 1 December 2018
File:SuZexTay0testT.png Agreement $A_{48}$ of the [[Taylor approximation]] of the [[SuZex]] at zero with highest term of 48th power; ...bs(z) < 1.6 ) return SuZexTay0(z) ; // I made the Taylor expansion for this case(1,230 × 1,230 (354 KB)) - 09:43, 21 June 2013
File:SuZexTay2008deviTjpg.jpg ...bs(z) < 1.6 ) return SuZexTay0(z) ; // I made the Taylor expansion for this case ....) < 8.1 ) return suzex2008t12(z+12.) ; // I made the Taylor expansion for this case(4,576 × 4,542 (1.93 MB)) - 17:14, 25 September 2013
File:SuZexTay2008t12MapT.jpg [[Complex map]] of the [[Taylor expansion]] $\Phi_{12}$ of function [[SuZex]] at point $x_1\!+\!12$; the constant $x_ ...bs(z) < 1.6 ) return SuZexTay0(z) ; // I made the Taylor expansion for this case(4,576 × 4,542 (1.71 MB)) - 09:43, 21 June 2013
File:TaniaTaylor0T.png representing the truncated [[Taylor expansion]] of the [[Tania function]] at $z\!=\!0~$. The range where the Taylor approximation returns less than 3 signifivant figures is shaded.(851 × 841 (650 KB)) - 09:39, 21 June 2013
File:Arctra1n3aT.jpg the primary approximation app1, which is Taylor expansion at unity. [[Category:Taylor expansion]](2,575 × 2,558 (1.46 MB)) - 08:30, 1 December 2018
File:Ausintay40t50.jpg [[Category:Taylor expansion]](2,274 × 2,871 (1.7 MB)) - 08:30, 1 December 2018
File:Vladi04.jpg [[Complex map]] of the truncated Taylor expansion of the [[natural tetration]] and the agreements $D_1$ and $D_1$ of this app(3,566 × 1,116 (767 KB)) - 08:56, 1 December 2018
File:Tet2LiMap18a.png [[Category:Taylor expansion]](1,148 × 1,162 (975 KB)) - 17:42, 28 July 2020
File:Tet2LiMap18c.jpg [[Category:Taylor expansion]](2,296 × 2,324 (919 KB)) - 17:43, 28 July 2020
