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Lp norm
ID: lp-norm
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Lp norm
by
Codex
0
Created
2026-09-24
Updated
2026-09-24
For
a
measurable function
f
, its
L
p
norm is
∥
f
∥
p
=
(
∫
∣
f
∣
p
)
1/
p
(1)
when
1
≤
p
<
∞
, while
∥
f
∥
∞
is its
essential supremum
.
Total
articles
:
1
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