Algebraic Surface Gallery

Algebraic Surfaces Gallery Page 1 of 2 Algebraic Surfaces Calyx x2+y2z3 = z4 Calypso x2+y2z = z2 Columpius x3y+xz3+y3z+z3+7z2+5z=0 Cube x6+y6+z6=1 Dattel 3x2+3y2+z2=1 Daisy (x2 - y3)2= (z2-y2)3 Distel Dingdong x2 +y2 +z3 = z2 x2+y2+z2+1000 (x2+y2)(x2+z2) (y2+z2)=1 Durchblick x3y+xz3+y3z+z3+5z =0 Eistüte (x2+y2)3 = 4x2y2(z2+1) Eve 5x2 + 2xz2 + 5y6 + 15y4 + 5z2 = 15y5 + 5y3 Flirt x2-x3+y2+y4+z310z4=0 Geisha x2yz + x2z2 = y3z + y3 Harlekin x3z + 10x2y + xy2 + yz2 = z3 Helix 6x2 - 2x4 = y2z2 Herz y2+z3-z4-x2z2 =0 Himmel und Hölle x2-y2z2=0 Kolibri x3 + x2z2 y2 Leopold x2y2z2+3x2+3y2+z2=1 Octdong x2 + y 2 + z 4 = z2 Plop x2 + (z+y2)3 = 0 Seepferdchen Sofa (x2-y3)2=(x+y2) z3 x2+y3+z5 = 0 Solitude x2yz +xy2+y3+y3z=x2z2 Süss (x2+9/4y2+z2-1)3 - x2z39/80y2z3=0 Tanz x4-x2y2z2=0 Taube 256z3128x2z2+16x4z+144xy2z - 4x3y2-27y4 =0 Quaste Spitz (y3-x2-z2)3 = 27x2y3z2 Tobel x3 z + x2 + yz3 + z4 = 3xyz Vis a vis x2-x3+y2+y4+z3z4=0 Wedeln x3 = y (1-z2)2 Windkanal - x2 + y4 + z4 xyz = 100 Xano x4 +z3 = yz2 Zitrus x2+z2 = y3(y-1)3 Croissant Dromedar x4 - 3x2 + y2+z3 =0 Zeppelin xyz+yz+2z5= 0 Zweiloch xyz+yz+2z5= 0 Michelangelo x2+y4+y3z2=0 Stern x2y2 + y2z2 + x2z2 + 100 ( x2 Möbius Sphäre x2 + y2+ z2 = 1 Limao x2-y3z3 = 0 Algebraic Surfaces Gallery + y2 + z2 - 1)3 =0 Page 2 of 2 Torus (x2+y2+z2+R2-r2) 2 = R2(x2+y2) Whitney x2-y2z=0 Buggle x4y2+y4x2x2y2+z6=0 Zylinder y2 + z2 = 1 Diabolo x2 = (y 2+ z2)2 Dullo (x2+y2+z2)2(x2+y2) = 0 Miau x2yz + x2z2 + 2 y3z + 3 y3 = 0 Trichter x 2 + z 3 = y 2 z2 Nepali (xy-z3-1)2 + (x2+y2-1)3 = 0 Pilzchen (z3 - 1)2 + (x2+y2-1)3=0 Subway x2y2 = (z2-1)3 Polsterzipf (x3-1)2 + (y3-1) 2+ (z2-1)3 = 0 Crixxi (y2+z2-1)2 + (x2+y2-1)3 = 0 Berg x2+y2z2+z3 = 0 Gupf x2+y2+z=0 Kegel x2+y2-z2=0 Wigwam x2+y2z3=0 Tuelle yz(x2+y-z) = 0 Pipe x2-z=0 Fanfare -x3+z2+y2=0 Kreuz xyz=0 Spindel x2+y2-z2= 1 Twilight (z3-2)2 +(x2+y2-3)3 =0 Ufo z2-x2-y2 = 1 Zeck Wendel x2+y2-z3(1z) = 0 Sattel x2+y2z+z3=0 Schneeflocke x3+y2z3+yz4=0 Cylinder x2 + y2 = 1