Newton/Julia Fractal (877)
Diagramme représentatif d'une application entre deux ensembles
f(z) = z - (z^4+z^3+z^2+z+1)/(5/3*z^3+25*?(?(z^2))+9*z+1)
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Sonate K1154
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Sonate K1155 Structure du Noyau
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Newton/Julia Fractal (878)
f(z) = z - (z^4+z^3+z^2+z+1)/(5/3*z^3+25*?(?(z^2))+2*z+1) Feux d'artifice Sombres
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Sonate K1157 Le Pouvoir de l'art qui jaillit
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Newton/Julia Fractal (879)
f(z) = z - (z^4+z^3+z^2+z+1)/(5/3*z^3+25*?(?(z^2))+2*z+1)
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Sonate K1159
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Sonate K1160 Chaînes Multiples
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Sonate K1161
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Newton/Julia Fractal (880)
f(z) = z - (z^4+z^3+z^2+z+1)/(5/3*z^3+25*?(?(z^2))+9*z+1)
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Sonate K1163 Les deux poumons
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Sonate K1164
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Sonate K1165
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Newton/Julia Fractal (881)
f(z) = z - (z^4+z^3+z^2+z+1)/(5/3*z^3+25*?(z^2)+1/2*z+1) Application bilinéaire
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Newton/Julia Fractal (882)
f(z) = z - (z^4+z^3+z^2+z+1)/(5/3*z^3+25*?(z^2)+9*z+1) Application bilinéaire
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Newton/Julia Fractal (883)
f(z) = z - (z^4+z^3+z^2+z+1)/(5/3*z^3+25*?(z^2)+5.21*z+1) Deux lune dans le ciel
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Newton/Julia Fractal (884)
f(z) = z - (z^4+z^3+z^2+z+1)/(5/3*z^3+25*?(z^2)+11.11*z+1)
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Sonate K1170
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