Matematica // Mathematics
Miscellanea di immagini matematiche // A miscellanea of mathematical images
conf2.jpg

Basin of attraction of ((3+2i)/4)z+z^2

Conf1.jpg

Basin of attraction of ((3+2i)/4)z+z^2: detail

Conf4.jpg

Basin of attraction of ((3+2i)/4)z+z^2

Conf3.jpg

Basin of attraction of ((3+2i)/4)z+z^2: detail

fig_3.jpg

Basin of attraction of z^2+(1/2)z^3

z-z^3.jpg

Attractive parabolic basins of z-z^3

fig_4.jpg

Attractive and repelling parabolic basins of z-z^3

fig_5.jpg

Attractive and repelling parabolic basins of z-z^3: detail

fig_5bis.jpg

Attractive and repelling parabolic basins of z-z^3: detail

fig_6.jpg

Parabolic basin of z-z^2+z^3-z^4+z^5: detail

fig_6bis.jpg

Parabolic basin of z-z^2+z^3-z^4+z^5: detail

fig_7.jpg

Siegel disk of e^(2\pi i x) z+z^2, with x=(1+\sqrt{5})/2

blow1.jpg

Julia set of z^2 + 0.254875 + 0.0007 i

blow2.jpg

Julia set of z^2 + 0.254875 + 0.0007 i: detail

blow3.jpg

Julia set of z^2 + 0.254875 + 0.0007 i: detail

blow4.jpg

Julia set of z^2 + 0.254875 + 0.0007 i: detail

blow5.jpg

Julia set of z^2 + 0.254875 + 0.0007 i: detail

blowBand2.jpg

Julia set of z^2 + 0.254875 + 0.0007 i: detail

Immagine 8.JPG

Julia set

Waterwheel.JPG

Julia set: detail

Waterwheel_Hat.JPG

Julia set: detail

Hook.JPG

Julia set

Immagine 9.JPG

Strange attractor for a Henon map

Henon.png

Basin of attraction of Henon strange attractor

disc1.jpg

Julia set of z^2 + 0.11031 + 0.67037 i

disc1b.jpg

Julia set of z^2 + 0.11031 + 0.67037 i: detail

disc2.jpg

Julia set of z^2 - 0.194 + 0.6557 i

disc2b.jpg

Julia set of z^2 - 0.194 + 0.6557 i: detail

disco3.jpg

Julia set of z^2 - 0.74543 + 0.11301 i

disco3b.jpg

Julia set of z^2 - 0.74543 + 0.11301 i: detail

Whorls.jpg

Julia set of z^2 - 0.75438 - 0.21267 i: detail

Newton1.jpg

Basins of attraction for the Newton method for x^3 -1

Immagine 7.JPG

Basins of attraction for the Newton method for x^3 - 1

Immagine 7a.JPG

Basins for Newton for x^3 – (0.68 + 1.63 i) x – 0.32 + 1.63 i

Picture 2.jpg

Basins for Newton for x^3 – (0.68 + 1.63 i) x – 0.32 + 1.63 i

page38-1035-full.jpg

Paraboloid

page38-1022-full.jpg

Gauss map for a paraboloid

parauno.jpg

Gauss map for a paraboloid

page38-1025-full.jpg

Gauss map for a hyperboloid

sella.jpg

Gauss map for a hyperboloid

page38-1036-full.jpg

Hyperboloid

bitoroq.jpg

Triangulation of a bitorus

camposferano.jpg

Fake tangent vector field on a sphere

camposferasi.jpg

Tangent vector field on a sphere

campotoro.jpg

Tangent vector field on a torus

tetraedro1.jpg

Tetrahedron

cubo.jpg

Cube

ottaedro.jpg

Octahedron

Dodecaedro 2.JPG

Dodecahedron

icosaedro.jpg

Icosahedron

sfera.jpg

Sphere

sfere.jpg

Spheres

toro.jpg

Torus

toroq.jpg

Triangulation of a torus

lucidi3.jpg

Several Julia sets

lucido5.jpg

Several Julia sets

lucido6.jpg

Blow-up of a Julia set

sem3_1/edges?.tiff

Julia set of z^2 + 0.31 + 0.4 i

sem3_2.tiff

Julia set of (z^2 / (2z - 1))^2

Color Sobel.jpg

Julia set of (z^2 / (2z - 1))^2

FullColor.jpg

Julia set of (z^2 / (2z - 1))^2

sem4_1.tiff

Julia set

sem4_1/edges.tiff

Julia set

sem4_1FullColor.jpg

Julia set

sem4_1b.tiff

Julia set

sem4_1bands.tiff

Julia set

sem4_1c.tiff

Julia set

sem4_1edg.tiff

Julia set

sem4_2.tiff

Julia set

sem5_1.tiff

Julia set

sem5_1/Sobel.tiff

Julia set

seminario3_1.tiff

Julia set of z^2+0.31+0.4 i

seminario3_1/Sobel.tiff

Julia set of z^2+0.31+0.4 i

seminario3_1b.jpg

Julia set of z^2+0.31+0.4 i

seminario5_1.tiff

Julia set of z^2 - 0.74543 + 0.11301 i

seminario5_1b.jpg

Julia set: detail

gpi.jpg

A mathematical pi sunflower

g2_13.jpg

A mathematical 2/13 sunflower

g7_8.jpg

A mathematical 7/8 sunflower

g201101.jpg

A mathematical 201/101 sunflower

ge.jpg

A mathematical e sunflower

grad2.jpg

A mathematical square root of 2 sunflower

grad5.jpg

A mathematical square root of 5 sunflower

gradseza.jpg

A mathematical square root of golden ratio sunflower

gseza+0,2.jpg

A mathematical golden ratio + 0.2 sunflower

gseza+0,05.jpg

A mathematical golden ratio + 0.05 sunflower

gseza1000.jpg

A mathematical golden ratio sunflower

Figura2_Abate.jpg

A mathematical 2/5 sunflower

Figura3_Abate.jpg

A mathematical pi sunflower

Figura4_Abate.jpg

A mathematical golden ratio sunflower

Figura5_Abate.jpg

A mathematical golden ratio + 0.05 sunflower

Screen Shot 2013-03-20 at 09.13.25.png

Basins of attraction for the Newton method for x^2-1

Screen Shot 2013-03-20 at 12.01.28.png

Basins of attraction for the Newton method for x^3-2x+2

Screen Shot 2013-03-20 at 11.59.30.png

Orbit for the Newton method for x^3-2x+2

Screen Shot 2013-03-20 at 11.59.52.png

Orbit for the Newton method for x^3-2x+2

Screen Shot 2013-03-20 at 12.00.07.png

Orbit for the Newton method for x^3-2x+2

Screen Shot 2013-03-20 at 12.00.54.png

Orbit for the Newton method for x^3-2x+2

bordo0med.jpg

Basins of attraction for the Newton method for x^4-3x^2-4

bordo2med.jpg

Basins of attraction for the Newton method for x^4-3x^2-4

bordo3med.jpg

Basins of attraction for the Newton method for x^4-3x^2-4

bordo4med.jpg

Basins of attraction for the Newton method for x^4-3x^2-4

Newton4bmed.jpg

Basins of attraction for the Newton method

Newton4med.jpg

Basins of attraction for the Newton method

Newton5amed.jpg

Basins of attraction for the Newton method

Newton5cmed.jpg

Basins of attraction for the Newton method

Newton5med.jpg

Basins of attraction for the Newton method

Newton6med.jpg

Basins of attraction for the Newton method

Newton12bmed.jpg

Basins of attraction for the Newton method

Newton12cmed.jpg

Basins of attraction for the Newton method

Newton12med.jpg

Basins of attraction for the Newton method

Newton33med.jpg

Basins of attraction for the Newton method

Newton33modmed.jpg

Basins of attraction for the Newton method

NewtonA6med.jpg

Basins of attraction for the Newton method

case111z.jpg

Geodesics of quadratic vector fields (case 111)

case111v.jpg

Geodesics of quadratic vector fields (case 111, speed)

case2011z.jpg

Geodesics of quadratic vector fields (case 2011)

case2011v.jpg

Geodesics of quadratic vector fields (case 2011, speed)

case210-01z.jpg

Geodesics of quadratic vector fields (case 2101)

case21001iz.jpg

Geodesics of quadratic vector fields (case 2100)

case21001iv.jpg

Geodesics of quadratic vector fields (case 2100, speed)

case3rhotaugz.jpg

Geodesics of quadratic vector fields (case 3)

case3rhotau1z.jpg

Geodesics of quadratic vector fields (case 3)

case3rhotau1v.jpg

Geodesics of quadratic vector fields (case 3, speed)

belloz.jpg

Geodesics of quadratic vector fields (case 3)

bellov.jpg

Geodesics of quadratic vector fields (case 3, speed)