How would I plot the surface S z=(1+x^2)/(1+y^2) over the region |x|+|y|<=2 ?
I've tried numerous things, but I cannot get it so that the surface is constrained to the rhombus/square-shaped region.
How would I plot the surface S z=(1+x^2)/(1+y^2) over the region |x|+|y|<=2 ?
I've tried numerous things, but I cannot get it so that the surface is constrained to the rhombus/square-shaped region.
The
NaNvalues are not normally plotted, thus