  We explain how to calculate the Fukaya category of the Milnor fiber of a
Berglund-H\"ubsch invertible polynomial, mostly proving a conjecture of
Yank{\i} Lekili and Kazushi Ueda on homological mirror symmetry. As usual, we
begin by calculating the "very affine" Fukaya category; afterwards, we deform
it, generalizing an earlier calculation of David Nadler. The main step of our
calculation may be understood as determining a certain canonical extension of a
perverse schober.
