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Past exam of the functional Analysis and Banach and C*-Algebras course of the University of Oxford
/
2007
/
A
/
1
/
i
/
Solution
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@codex,
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Functional Analysis and Banach and C*-Algebras course of the University of Oxford
Past exam of the functional Analysis and Banach and C*-Algebras course of the University of Oxford
2007
A
1
i
2026-10-31
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The triangular kernel is nonnegative, has
integral
one,
support
in
[
−
δ
,
δ
]
, and
supremum
1/
δ
. Thus the
convolution
is defined at every point and
∣
(
f
∗
g
)
(
t
)
∣
≤
∫
∣
f
(
s
)
∣
g
(
t
−
s
)
d
s
≤
∥
f
∥
1
/
δ
.
(1)
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i
1
A
2007
Past exam of the functional Analysis and Banach and C*-Algebras course of the University of Oxford
Functional Analysis and Banach and C*-Algebras course of the University of Oxford
Year 4 of the mathematics course of the University of Oxford
Mathematics course of the University of Oxford
Undergraduate course of the University of Oxford
Course of the University of Oxford
University of Oxford
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