10 Résultats trouvés pour "Fichier:Backward_Iteration.svg".

Fichier:Backward Iteration.svg

"iteration6", pic_width=1000, pic_height= 1000, terminal = 'svg, title = "Backward iteration with proper chose of preimage ", user_preamble = "set angles...


Fichier:Paritition of dynamic plane of quadratic polynomial for 1 6.svg

z:w, */ array(backward,iMax-1), backward[iMax2]:rectform(ev(R*exp(2*%pi*%i*t))), /* use last w as a starting point for backward iteration to new z */ /*...


Fichier:Paritition of dynamic plane of quadratic polynomial for 1 4.svg

*/ array(backward,iMax-1), backward[iMax2]:float(rectform(ev(R*exp(2*%pi*%i*t)))), /* use last w as a starting point for backward iteration to new z */...


Fichier:Basilica Julia set with spine.svg

z:w, */ array(backward,iMax-1), backward[iMax2]:rectform(ev(R*exp(2*%pi*%i*t))), /* use last w as a starting point for backward iteration to new z */ /*...


Fichier:Paritition of dynamic plane of quadratic polynomial for 129 over 16256.svg

*/ array(backward,iMax-1), backward[iMax2]:float(rectform(ev(R*exp(2*%pi*%i*t)))), /* use last w as a starting point for backward iteration to new z */...


Fichier:JuliaRay3.png

is 3 ) Julia set ( backward orbit of repelling fixed point z = β c {\displaystyle z=\beta _{c}\,} ) using modified inverse iteration method (MIIM/J) 3...


Fichier:Paritition of dynamic plane of quadratic polynomial for 9 56.svg

z:w, */ array(backward,iMax-1), backward[iMax2]:rectform(ev(R*exp(2*%pi*%i*t))), /* use last w as a starting point for backward iteration to new z */ /*...


Fichier:Dynamic internal and external rays.svg

_{c}\,} Julia set ( backward orbit of repelling fixed point z = β c {\displaystyle z=\beta _{c}\,} ) using modified inverse iteration method (MIIM/J) 3...


Fichier:Rabbit Julia set with spine.svg

z:w, */ array(backward,iMax-1), backward[iMax2]:rectform(ev(R*exp(2*%pi*%i*t))), /* use last w as a starting point for backward iteration to new z */ /*...


Fichier:Julia set with 3 external rays.svg

is 3 ) Julia set ( backward orbit of repelling fixed point z = β c {\displaystyle z=\beta _{c}\,} ) using modified inverse iteration method (MIIM/J) 3...