9 Résultats trouvés pour "Fichier:Interior_of_cauliflower_with_sepals.png".

Fichier:Interior of cauliflower with sepals.png

existing_folder git init git remote add origin [email protected]:adammajewski/SepalsOfCauliflower.git git add . git commit git push -u origin master...


Fichier:Interior of the Cauliflower Julia set.png

/* compute index of 1D array from indices of 2D array */ if ( IterationMax != eLastIteration ) color = 245; /* exterior */ /* interior */ else color =...


Fichier:Parabolic sepals for internal angle 1 over 1.png

existing_folder git init git remote add origin [email protected]:adammajewski/SepalsOfCauliflower.git git add . git commit git push -u origin master...


Fichier:Interior of fat basilica ( parbolic) Julia set.png

how to show sepals inside main box of parabolic chessboard ? - compute full orbit ( forward and backward of every point) - for each whole...


Fichier:Basilica Julia set with binary decomposition.png

existing_folder git init git remote add origin [email protected]:adammajewski/SepalsOfCauliflower.git git add . git commit git push -u origin master...


Fichier:Level sets of attraction time to parabolic fixed point in the fat basilica Julia set.png

existing_folder git init git remote add origin [email protected]:adammajewski/SepalsOfCauliflower.git git add . git commit git push -u origin master...


Fichier:Basilica Julia set with Level sets.png

existing_folder git init git remote add origin [email protected]:adammajewski/SepalsOfCauliflower.git git add . git commit git push -u origin master...


Fichier:Parabolic orbits insidse upper main chessboard box for f(z) = z^2 +0.25.svg

  This plot was created with Gnuplot. It is a part of dynamical plane of discrete dynamical system based on the complex quadratic poynomial f c ( z ) =...


Fichier:Julia set for f(z) = z^2+0.355534 -0.337292*i.png

existing_folder git init git remote add origin [email protected]:adammajewski/SepalsOfCauliflower.git git add . git commit git push -u origin master...