In this work we characterize the boundedness, compactness and membership in the Schatten class of small Hankel operators on generalized weighted Fock spaces
F
α
p
,
ℓ
(
ω
)
F^{p,\ell }_\alpha (\omega )
associated to an
A
p
ℓ
\mathcal {A}^\ell _p
weight
ω
\omega
, for
1
>
p
>
∞
1>p>\infty
,
ℓ
≥
1
\ell \ge 1
, and
α
>
0
\alpha >0
.