Relation Explorer

Relation Explorer is a powerful mathematical graphing software, which can accurately and efficiently draw arbitrarily complex binary implicit function equations and inequalities, supporting both Cartesian and polar coordinate systems.

Relation Explorer can draw graphs that many conventional drawing software cannot draw or draw incorrectly, while maintaining simple interactive operation and minimal resource usage.

Using Relation Explorer, you can easily explore the relationship between equations and graphs, discover impressive mathematical images, and even use them in artistic creation! In addition, it is also suitable for scientific research drawing, data visualization and other fields.

Try using Relation Explorer to plot the equation below and experience the beauty of mathematics!

abs(abs(abs(abs(x)-1)-1)-abs(abs(abs(y)-1)-1))=1/3

1/15*(6-y)+1/6400000*(8*x^2+4*(y-3)^2)^3+cos(max((x+y)*cos(y-x),(y-x)*cos(x+y)))=sin(min((x+y)*sin(y-x),(y-x)*sin(x+y)))

17*x^2-16*abs(x)*y+17*y^2+150/abs(5*x+sin(5*y))=225

floor(sin(x+sin(y+sin(x))))=floor(cos(y+cos(x+cos(y))))

sin(x^2+y^2)=cos(x*y)

exp(sin(x)+cos(y))=sin(exp(x+y))

(cos(a-r)-sin(a))*(r^4-2*r^2*cos(2*a+2.4)+0.9)+(0.62*r)^1000<0