Examples of 'inverse transformation' in a sentence

Meaning of "inverse transformation"

Inverse transformation: In mathematics, an inverse transformation refers to a function that 'undoes' the effect of another transformation. It is used to revert the result of the original transformation back to the original form

How to use "inverse transformation" in a sentence

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inverse transformation
The inverse transformation process is called decryption.
Basis vectors define the inverse transformation.
Inverse transformation will also be possible.
Outgoing data has the inverse transformation performed.
Allows for an exact reconstruction of the original signal by inverse transformation.
This transformation may use an inverse transformation matrix as appropriate.
The inverse transformation, is referred to as antihyperbolism.
They are contravariant if they change by the inverse transformation.
This is equivalent to performing an inverse transformation of the transformation performed previously.
Every single one of these transformations has an inverse transformation.
The inverse quantification and the inverse transformation of the coefficients of the blocks are done.
The rearranged wavelet transform-coefficients can be decoded at a time by inverse transformation.
Other transformations such square root or inverse transformation can also be used in certain cases.
A decoding process may include prediction including intra prediction and motion compensation, and inverse transformation.
The inverse quantization and the inverse transformation of the coefficients of the partitions are performed.

See also

The original domain by applying the inverse transformation.
Finally, the inverse transformation in this case is.
The output coupler Ky performs the inverse transformation.
Still, the inverse transformation is often necessary.
In order to have access to the real values, an inverse transformation is necessary.
And the inverse transformation is similarly given by,.
Finally, the apparatus comprises a reconstruction adapted to perform an inverse transformation to the output signals.
At the decoder, the inverse transformation is applied to recover the original image.
Next, the exemplary decoder applies inverse quantization and inverse transformation on the coefficients.
Inverse transformation ( if the distribution differs severely from normal ).
This proposes a modification to the basic inverse transformation process described above to achieve two aims.
A decoding process may include a prediction including intra prediction and motion compensation, and an inverse transformation.
If this transformation is reversible the inverse transformation is characterized by a rate constant k 4.
A decoding operation may include prediction including intra prediction and motion compensation, and inverse transformation.
At the subscriber 's decoder, the inverse transformation is applied to recover the original image.
The decoding may include intra prediction, motion estimation that includes motion compensation, and inverse transformation.
A flow chart describing inverse transformation is shown in Figure 5.
In compliance with the encoding steps, the decoding steps include dequantization and inverse transformation 130.
It 's the inverse transformation.
The full-band spectral coefficient generated is outputted to inverse transformation section 209.
The inverse transformation is u =.
Implied volatility, bootstrapping, non-analytic inverse transformation for the generation of random numbers.
FIG . 12 shows the basic diagram of the circuit associated with this inverse transformation.
This inverse transformation and overlap-add IT, OLA are optional.
FIG . 9 represents a diagram illustrating the steps of the inverse transformation algorithm ;.
Computing the inverse transformation using gaussian elimination requires O ( n3 ) operations.
The NTT-1 circuit performs the inverse transformation.
FIG . 4 shows an inverse transformation function ;.
In 114, the output signals are reconstructed by an inverse transformation.
LOTERRE, Heat transfers, inverse transformation.
Transform component 115 and quantization component 120 also perform inverse transformation and de-quantization, respectively.

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Examples of using Transformation
A profound transformation is under way in international relations
It like the ultimate transformation and shit
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