Abstract
We give a formula for
$${s_{\lambda/\mu}(1, q, q^{2},\ldots) /s_{\lambda}(1, q, q^{2},\ldots)}$$
s
λ
/
μ
(
1
,
q
,
q
2
,
…
)
/
s
λ
(
1
,
q
,
q
2
,
…
)
, which generalizes a result of Okounkov and Olshanski about
$${f^{\lambda/\mu} / f ^{\lambda}}$$
f
λ
/
μ
/
f
λ
.
