Newton/Julia Fractal (2059) f(z) = (z^2-1)*(z-(-1.003+3.001*i))/(1-conj(-1.003+3.001*i)*z) Newton/Julia Fractals (2060) f(z) = (z^2-1/10)*(z-(-1.003+3.001*i))/(1-conj(-1.003+3.001*i)*z) Newton/Julia Fractals (2061) f(z) = (z^3-1/10)*(z-(-1…

Newton/Julia Fractal (2044) f(z) = z^2*(z-(1.507+1.045*i))/(1-conj(1.507+1.045*i)*z)+0.01758+0.001/z^3 Newton/Julia Fractal (2045) f(z) = z^3*(z-(1.507+1.045*i))/(1-conj(1.507+1.045*i)*z)+0.01758+0.001/z^3 Newton/Julia Fractal (2046) f(z) …

Newton/Julia Fractal (2031) f(z) = z^3*(z-(1.507+0.045*i))/(1-conj(1.507+0.045*i)*z)+(-.735580+.226863*i) Newton/Julia Fractal (2032) f(z) = z^3*(z-(1.507+0.045*i))/(1-conj(1.507+0.045*i)*z)+(.517580+0*i) Newton/Julia Fractal (2033) f(z) =…

Newton/Julia Fractal (2015) f(z) = z-(z^5+z^3/5+0.001*i)/(z-z^3-1/20) Solved by WolframAlpha Newton/Julia Fractal (2016) f(z) = z-(z^5+z^3/5+0.001*i)/(z-2*z^3-1/20) Newton/Julia Fractal (2017) f(z) = z-(z^5+z^3/3+0.001*i)/(z-3*z^3-1/20) Ne…

Newton/Julia Fractal (2003) f(z) = z-(z^7+0.0001*i)/(z^3-1/30) Solaved by WolframAlpha Newton/Julia Fractal (2004) f(z) = z-(z^7+0.00006)/(z^3-1/30) Newton/Julia Fractal (2005) f(z) = z-(z^7+0.00006*i)/(5*z^3-1/30) Sonate K3964 Solved by W…

Newton/Julia Fractal (1991) f(z) = z^2*(z-(1.807+1.045*i))/(1-conj(1.807+1.045*i)*z) Sonate K3945 Newton/Julia Fractal (1992) f(z) = z^2*(z-(1.507+1.045*i))/(1-conj(1.507+1.045*i)*z) Newton/Julia Fractal (1993) f(z) = z^2*(z-(0.607+1.045*i…

Newton/Julia Fractal (1978) f(z) = z^2*(z-(-4.11+1.003*i))/(1-conj(-4.11+1.003*i)*z) Newton/Julia Fractal (1979) f(z) = z^2*(z-(4.11-1.002*i))/(1-conj(4.11-1.002*i)*z) Newton/Julia Fractal (1980) f(z) = z^2*(z-(3.01-1.002*i))/(1-conj(3.01-…

Newton/Julia Fractal (1963) ⇔ (1856) f(z) = z*(1+(1/2)*(z-1)-(1/8)*(z-1)^2)+0.144733 Newton/Julia Fractal (1964) f(z) = z*(1+(1/2)*(z-1)-(1/8)*(z-1)^2)+0.144733 Newton/Julia Fractal (1965) f(z) = z*(1+(10/21)*(z-1)-(1/8)*(z-1)^2)+0.142733 …

Newton/Julia Fractal (1950) f(z) = 1/(0.7*z^3+(-1.7+2.4*i)*z) Newton/Julia Fractal (1951) f(z) = 1/(0.7*z^3+(-1.5612027+.5713473*i)*z) Newton/Julia Fractal (1952) f(z) = 1/(0.7*z^3+(-1.561+1.2713*i)*z) Newton/Julia Fractal (1952-b) f(z) = …

北斎代表作、５千万円超で落札…予想の４倍以上 読売 【ニューヨーク＝橋本潤也】 江戸時代の浮世絵師、葛飾北斎（１７６０～１８４９年）の版画作品が１９日、ニューヨークで競売にかけられ、代表作「富嶽三十六景」の「凱風がいふう快晴」と「神奈川沖浪裏…

Newton/Julia Fractal (1936) f(z) = z^3*(z-(2.5977+0.098453*i))/(1-conj(2.59776+0.0984532*i)*z) Newton/Julia Fractal (1937) f(z) = z^3*(z-(2.5977+0.298*i))/(1-conj(2.59776+0.2984*i)*z) Newton/Julia Fractal (1937-b) f(z) = z^5+z^3/(z-0.1)+z^…

Newton/Julia Fractal (1924) f(z) = z^2*(z-(1.35+0.296*i))/(1-conj(1.35+0.296*i)*z) Newton/Julia Fractal (1925) f(z) = z^2*(z-(1.35+0.226*i))/(1-conj(1.35+0.226*i)*z) Sonate K3357 Newton/Julia Fractal (1926) f(z) = z^2*(z-(1.45+0.226*i))/(1…

Newton/Julia Fractal (1911) f(z) = z^2*(z+1)/(z-1)-0.01/z Newton/Julia Fractal (1912) f(z) = z^2*(z+1)/(z-1)-(9.57943E-2-5.9924E-3*i)/z Newton/Julia Fractal (1913) f(z) = z^2*(z+1)/(z-1)-(9.57943E-2)/z Mandel Map Newton/Julia Fractal (1914…

Newton/Julia Fractal (1898) f(z) = z^7+0.8*z^3-0.001/z^3 Newton/Julia Fractal (1899) f(z) = z^7+0.8*z^3-0.05/z^3 Sonate K3320 Newton/Julia Fractal (1900) f(z) = z^7+0.8*z^3-0.08/z^3 Sonate K3322 Newton/Julia Fractal (1901) f(z) = z^7+0.8*z…

Newton/Julia Fractal (1878) f(z) = SINH(z^2+z*SQR(z))+(-.08617625-.69549570*i)/3 Mandel Map at c = -0.08517625 - 0.6954957*i Newton/Julia Fractal (1879) f(z) = SINH(z^2+z*SQR(z))+(-7.04366410E-2-0.7542363*i)/3 Sonate K3296 Sonate K3297 Son…

Newton/Julia Fractal (1868) f(z) = SINH(z^2+z*SQR(z))+(-0.15837139+5.6354333E-2*i) Sonate K3270 Newton/Julia Fractal (1869) f(z) = SINH(z^2+z*SQR(z))+(-0.16137139+5.6354333E-2*i) Sonate K3272 Newton/Julia Fractal (1870) f(z) = SINH(z^2+z*S…

Newton/Julia Fractal (1857) f(z) = z*(1+(1/2)*(z-1)-(1/8)*(z-1)^2)+(-.8453456+.290710*i) Newton/Julia Fractal (1858) f(z) = z*(1+(1/2)*(z-1)-(1/8)*(z-1)^2)+(1/16)*(z-1)^3+0.153733 Newton/Julia Fractal (1859) f(z) = z*(1+(1/2)*(z-1)-(1/8)*(…

Newton/Julia Fractal (1843) f(z) = (z^7-1/2*(1+i))/*1/*2+(0.2817+0.1612*i) Newton/Julia Fractal (1852) f(z) = (z^2+z^4/2)/(0.3*(2-z^2))+(.5611297+1.1978797*i) Newton/Julia Fractal (1853) f(z) = (z^2+z^4/2)/(z^2-2)+(-0.8757-0.22+i) Newton/J…

Newton/Julia Fractal (1836) f(z) = (z^7-1/2*(1+i))/*1/*2/*3/*4/*5/*6/((0.03+0.9995*i)*z^6+(0.09+i)*z^5+1) *1:0.03+1.009*i)*z^6+(0.09+i)*z^5+1) Newton/Julia Fractal (1837) f(z) = (z^7-1/2*(1+i *2:0.03+1.008*i)*z^6+(0.09+i)*z^5+1) Newton/Jul…

Newton/Julia Fractal (1826) f(z) = (z^7-1/2*(1+i))/*1/*2/*3/*4/*5/*6/*7/*8/*9/((0.03+1.013*i)*z^6+(0.09+i)*z^5+1) *1:-0.09+i)*z^6+1) Newton/Julia Fractal (1827) f(z) = (z^7-1/2*(1+i *2:0.09+i)*z^6+1) Sonate K3222 Newton/Julia Fractal (1828…

Newton/Julia Fractal (1813) f(z) = (z^5-z^3/10-1/2*(1+i))/*1/*2/*3/*4/((-0.082+i)*z^6+1) *1:-0.005+i)*z^4+1) Newton/Julia Fractal (1814) f(z) = (z^5-z^3/10-1/2*(1+i *2:-0.03+i)*z^4+1) -6.5 < Re, Im <6.5 Newton/Julia Fractal (1815) f(z) = (…

Newton/Julia Fractal (1803) f(z) = z*(1+(1/2)*(1-z)-(1/8)*(1-z)^2+(1/16)*(1-z)^3)-(-.3096195+.6500214*i) Newton/Julia Fractal (1804) f(z) = z*(1+(1/2)*(1-z)-(1/8)*(1-z)^2+(1/16)*(1-z)^3)+(1.120049-.21290868*i) Infinite Douady's Lapins Newt…

Newton/Julia Fractal (1789) f(z) = z^14-(-1.14054+4.6574477E-2)*z Newton/Julia Fractal (1790) f(z) = z^14-(-1.09854+9.6574477E-2)*z Newton/Julia Fractal (1791) f(z) = z^14- (-1.074002+6.27914899E-2)*z Newton/Julia Fractal (1792) f(z) = z^1…

Newton/Julia Fractal (1777) f(z) = z/2+1/SIN(z)+(-0.330719-2.33811E-2*i) Newton/Julia Fractal (1778) f(z) = z/2+1/SIN(z)+(-3.67288+3.36431E-3*i) Sonate K3163 Newton/Julia Fractal (1779) f(z) = z/2+1/SIN(z)+c Mandelbrot Map at center of (-3…

Newton/Julia Fractal (1766) f(z) = z-(z^8+0.0001)/(z^2-1/2200) Sonate K3148 Sonate K3149 Newton/Julia Fractal (1767) f(z) = (1+i)*(-0.7817-0.022*i)*z^5+(-0.7817-0.022*i) Newton/Julia Fractal (1768) f(z) = z^5+1.003*exp(i*pi/10000)*z Michae…