  This note is a continuation of our paper with E. Zaslow "Categorical mirror
symmetry: the elliptic curve", math.AG/9801119. We compare some triple Massey
products on elliptic curve with the corresponding Fukaya products on the
symplectic torus and recover the classical identity due to Kronecker. We also
compute some triple Fukaya products such that the corresponding Massey products
are not correctly defined.
