Examples of 'fourier' in a sentence
Meaning of "fourier"
fourier (noun): In mathematics, a Fourier transform is an integral transform used to decompose a function into its frequency components
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- A surname.
How to use "fourier" in a sentence
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fourier
Fourier analysis is particularly common for waves.
Optical propagation and the fractional fourier transformation.
Fourier analysis of continuous and discrete signals.
The crosslinking effectivity was confirmed by fourier transformed infrared spectrometry.
Fourier was able to prove that any periodic.
Field compensated static interferometer for fourier transform spectroscopy.
One is the fourier transform of the other.
The samples were characterized by diffuse reflectance infrared fourier transform drift.
Fourier did not limit himself to reorganizing society.
Using periodic functions and fourier theory to build relationships of harmonics.
Fourier transform analysis techniques are also applicable.
The resulting interferogram is fourier transformed to obtain the absorption spectrum.
Fourier transform deflectometry system and method.
Chemical composition changes were measured by fourier transform infrared spectrometry ftir.
Fourier and wavelet analysis techniques.
See also
Spectral migration methods comprise algorithms of wave field extrapolation in fourier domain.
Fourier felt that this way of thinking was wrong.
To evaluate the degree of conversion was used fourier transform infrared spectroscopy ftir.
Fourier methods can be used to solve this equation.
The power spectrum is the fourier transform of the time variation of vibrating signal.
Fourier transforms have many uses.
The cellulose triacetate produced was characterized by analysis of fourier transform infrared spectroscopy ftir.
You can do fourier analysis on arbitrary groups also.
This thesis is about experimental developpement concerning frequency comb fourier transform spectroscopy.
Fourier transformation is also useful as a compact representation of a signal.
These wavefunctions are Fourier transforms of each other.
Fourier transfers and start considering quantum mechanics.
We like to try a Fourier analysis of the frequencies.
Fourier series representation of periodic signals.
Preferably a moving Fourier transform window is used.
Fourier studied the mathematical theory of heat conduction.
These are called the Fourier component frequencies.
Fourier series approximation of square wave in five steps.
Lagrange and Fourier were among its faculty.
Fourier ended up not taking his religious vows.
An ideal society according to the ideas of Fourier.
Then uses a fourier transform to correct the pitch.
This is fundamental to the study of Fourier series.
Fourier series and uniform convergence.
We sat around talking about Fourier transforms.
Find the fourier series for the function.
The transformation to be used is the Fourier transform.
Fourier transform of both discrete and continous signals.
A guide to distribution theory and Fourier transforms.
Fast fourier transform dedicated processor.
The interferogram is converted to a spectrum by Fourier transformation.
Fourier series for a series of functions.
This is a consequence of the mathematics of Fourier analysis.
Fourier transform and characteristic function.
This is achieved by the quantum Fourier transform.
