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DOCUMENTATION CENTER SEARCH
Mathematica
>
Mathematics and Algorithms
>
Calculus
>
Integral Transforms
>
Built-in
Mathematica
Symbol
Integral Transforms and Related Operations
Tutorials »
|
FourierSinTransform
FourierTransform
FourierDCT
FourierCosSeries
FourierCosCoefficient
InverseFourierCosTransform
Convolve
See Also »
|
Fourier Analysis
Integral Transforms
More About »
FourierCosTransform
FourierCosTransform
[
expr
,
t
,
]
gives the symbolic Fourier cosine transform of
expr
.
FourierCosTransform
[
expr
, {
t
1
,
t
2
,
...
}, {
1
,
2
,
...
}]
gives the multidimensional Fourier cosine transform of
expr
.
MORE INFORMATION
The Fourier cosine transform of a function
is by default defined to be
.
Other definitions are used in some scientific and technical fields.
Different choices of definitions can be specified using the option
FourierParameters
.
With the setting
the Fourier cosine transform computed by
FourierCosTransform
is
.
Assumptions
and other options to
Integrate
can also be given in
FourierCosTransform
.
EXAMPLES
CLOSE ALL
Basic Examples
(3)
In[1]:=
Out[1]=
In[1]:=
Out[1]=
In[1]:=
Out[1]=
Scope
(4)
Options
(3)
Properties & Relations
(2)
Possible Issues
(1)
Neat Examples
(1)
SEE ALSO
FourierSinTransform
FourierTransform
FourierDCT
FourierCosSeries
FourierCosCoefficient
InverseFourierCosTransform
Convolve
TUTORIALS
Integral Transforms and Related Operations
MORE ABOUT
Fourier Analysis
Integral Transforms
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