0],
called the first partial derivative of f with respect to r.
Similarly the derivative of the r = r0, z
= z0 slice curve f[r0,θ,z0]
with respect to θ is denoted
by fθ[r0,θ0,z0],
called the first partial derivative of f with respect to θ
and the derivative of the r = r0, θ = θ0
slice curve f(r0,θ0,z)
with respect to z
is denoted by fz[r0,θ0,z0],
called the first partial derivative of f with respect to
z.