Slide 18
Slide 18 text
Information Geometrically Generalized IWERM [4]
For λ ∈ [0, 1] and α ∈ R, AIWERM and RIWERM is generalized as
ˆ
h = argmin
h∈H X×Y
w(λ,α)(x)ℓ(h(x), y)ptr(x, y)dxdy, (3)
where
w(α,λ)(x) =
r(α,λ)
f
(ptr(x), pte(x))
ptr(x)
. (4)
IWERM with λ = 1,
AIWERM with α = 1, and
RIWERM with α = 3.
Masanari Kimura (SOKENDAI) IGIWERM January 6, 2024 18 / 26