Examples of 'harmonic analysis' in a sentence
Meaning of "harmonic analysis"
Harmonic analysis refers to a method or discipline in mathematics or physics that focuses on understanding the properties and behavior of periodic functions or waves. It involves breaking down complex waveforms into simpler component frequencies and studying their interactions and relationships
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- A study of the representation of functions or signals as the superposition of basic waves, involving the notions of harmonic functions, trigonometric series, Fourier series, Fourier transforms, almost periodic functions, and others.
How to use "harmonic analysis" in a sentence
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harmonic analysis
Harmonic analysis of supply current of electrical drive.
It is of importance in harmonic analysis and asymptotic analysis.
Harmonic analysis and number theory.
His main area of interest was harmonic analysis.
Topics in harmonic analysis on homogeneous spaces.
They also rely heavily on harmonic analysis.
Harmonic analysis of tides for seven days of hourly observations.
They appear naturally in harmonic analysis or potential theory.
The resulting theory is a central part of harmonic analysis.
Harmonic analysis on homogeneous spaces.
This is a list of harmonic analysis topics.
My research interests are in the non commutative harmonic analysis.
His research has been in harmonic analysis and functional analysis.
Their study is a relatively pure branch of harmonic analysis.
The harmonic analysis of ifn electrical system was developed in two stages.
See also
This leads to higher harmonic analysis.
Harmonic analysis In the context of orthogonal expansions.
The area of research is harmonic analysis.
Cheng was a pioneer of harmonic analysis and image processing and recognition in modern China.
Applied and computational harmonic analysis.
Annual harmonic analysis.
In this thesis we study two topics in harmonic analysis.
Abstract harmonic analysis.
My research interests are mainly in harmonic analysis.
He is known for his work in harmonic analysis and partial differential equations.
These parameters are determined by harmonic analysis.
Beurling worked extensively in harmonic analysis complex analysis and potential theory.
This result is of fundamental importance in such fields as harmonic analysis.
There are also applications in harmonic analysis and number theory.
These conclusions can also be verified by the traditional harmonic analysis.
His contributions include work in harmonic analysis and differential equations.
This general area of inquiry is now sometimes called harmonic analysis.
Context in harmonic analysis.
The form of the path is expressed using harmonic analysis.
For numerous breakthrough contributions to harmonic analysis combinatorics partial differential equations and analytic number theory.
My research interests lie in harmonic analysis.
Harmonic analysis on Lie groups.
Spectral theory and harmonic analysis.
Harmonic analysis and risk / reliability analysis.
Algebraic numbers and harmonic analysis.
In fact, a harmonic analysis of the image is thus performed.
Uncertainty theorems in harmonic analysis.
Harmonic analysis is used in the design of,.
His research interests ranged from harmonic analysis to complex analysis.
Some deep results in complex geometry are obtained with the aid of harmonic analysis.
Both of the topics are important in harmonic analysis and an ongoing area of study.
She taught alongside her research in functional analysis and harmonic analysis.
This is where Harmonic Analysis comes in.
Method for determining a running condition by spatial harmonic analysis of speed.
The extension of a harmonic analysis on an oriented graph, although natural, is complex.
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Maximum current harmonic distortion overshoot level
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