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121-140
Definitions
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Contents
Definition 121
:
Lebesgue point of elements of L
1(
R
n)
Definition 122
:
Absolute continuity of a map on
R
+
Definition 123
:
Distribution, law, image measure
Definition 124
:
Measure invariant by translation on
R
n
Definition 125
:
Normed vector space
Definition 126
:
Norm topology
Definition 127
:
Continuous linear maps between normed spaces
Definition 128
:
Differentiable map
Definition 129
:
Differential
Definition 130
:
Maps of class C
1
Definition 131
:
Partial derivative
Definition 132
:
Jacobian
Definition 133
:
C
1
-diffeomorphism
Definition 134
:
Lebesgue measure on borel subset of
R
n
Definition 135
:
Convolution of complex measures
Definition 136
:
Dirac probability measure
Definition 137
:
Fourier transform of complex measure
Definition 138
:
Narrow convergence of complex measures
Definition 139
:
Characteristic function of
R
n
-valued random variable
Definition 140
:
Maps of class C
k
Tutorials
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Definitions 1-20
Definitions 21-40
Definitions 41-60
Definitions 61-80
Definitions 81-100
Definitions 101-120
Definitions 121-140
Definitions 141-160
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