Nothing
test_that("numerical differentiation works", {
f <- makeFun(x^2 + 2*x*y + y^3 ~ .)
dfdx <- numD(f(x,y) ~ x)
dfdy <- numD(f(x,y) ~ y)
d2fd2x <- numD(f(x,y) ~ x & x)
d2fd2y <- numD(f(x,y) ~ y & y)
d2fdxdy <- numD(f(x,y) ~ x & y)
d2fdydx <- numD(f(x,y) ~ y & x)
expect_equal(dfdx(1,1), 4) # deriv with respect to x works
expect_equal(dfdx(2,2), 8)
expect_equal(dfdy(1,1), 5) # ditto
expect_equal(dfdy(2,2), 16)
expect_equal(d2fd2x(1,1), 2) # second-order unmixed by x
expect_equal(d2fd2y(1,1), 6) # second-order unmixed by x
expect_equal(d2fdxdy(0,3), d2fdydx(0,3)) # mixed partials are identical
expect_equal(d2fdxdy(1,1), 2) # and the values are right
expect_equal(d2fdxdy(2,2), 2) # and the values are right
})
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