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operator algebra
释义
operator algebra
operator algebra
[
′äp·ə‚rād·ər ‚al·jə·brə
]
(mathematics)
An algebra whose elements are functions and in which the multiplication of two elements ƒ and
g
is defined by composition; that is, (ƒ
g
)(
x
) = (ƒ°
g
)(
x
) = ƒ[
g
(
x
)].
随便看
gdf-1
gdf1
gdf-10
gdf-11
gdf16
gdf-2
gdf-3
gdf-5
gdf5
gdf-6
gdf-7
gdf7
gdf-8
gdf8
gdf-9
gdf9
gdf-9b
gdf9b
gdf.ab.1
gdf.ac.2
gdf.ad.3
gdf.ae.4
gdf.af.5
gdf.ag.6
gdf.ah.7
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更新时间:2026/9/22 20:23:47