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Test-function spaces D and S
[
138
/
30%
]
Subtopics
Mollifiers and bump functions
[
28
/
25%
]
Topology of test-function spaces
[
19
/
16%
]
Continuous operators on test-function spaces
[
15
/
33%
]
Density of test functions in function spaces
[
13
/
23%
]
Fourier transform on the Schwartz space
[
13
/
8%
]
Convergence of sequences in D, S and E
[
12
/
58%
]
Membership in the test-function spaces D, S and E
[
12
/
42%
]
Borel's lemma on prescribed derivatives
[
6
/
50%
]
Hadamard's Lemma for Smooth Functions
[
5
/
80%
]
Antiderivatives of test functions
[
4
/
25%
]
Du Bois-Reymond lemma (test functions separate locally integrable functions)
[
3
/
0%
]
Convolution of test functions
[
2
/
0%
]
Sequence-space models of test-function spaces
[
2
/
50%
]
Smooth partitions of unity
[
2
/
50%
]
Tensor products of test-function spaces
[
2
/
50%
]