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Your search for ′What is a Fourier series′ returned the following results:
a function represented as an infinite sum of sine and cosine terms
Basically the Fourier Series is a function represented as an infinite sum of sine and cosine terms.
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a way to represent a function as the sum of simple sine waves
In mathematics, a Fourier series is a way to represent a function as the sum of simple sine waves.
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a method of expressing a periodic function in terms of sinusoidal basis functions
The Fourier series is a method of expressing a periodic function in terms of sinusoidal basis functions.
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a summation of harmonically related sinusoidal functions, also known as components or harmonics
A Fourier series () is a summation of harmonically related sinusoidal functions, also known as components or harmonics.
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an expansion of a periodic function f (t)
Signals & Systems R. M. Taufika R. Ismail FKEE, UMP Introduction A Fourier series is an expansion of a periodic function f (t) in terms of an infinite sum of cosines and
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for periodic functions
The Fourier series is defined for periodic functions, integrating > (or summing) over one period.
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a series whose terms are composed of trigonometric functions
A Fourier series is a series whose terms are composed of trigonometric functions.
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this method of decomposing periodic functions into sines
Depending on how the original signal is expressed, this method of decomposing periodic functions into sines is known as Fourier series or Fourier transform.
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This superposition or linear combination
This superposition or linear combination is called the Fourier series.
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Weierstrass function (originally defined as a Fourier series)
Weierstrass function (originally defined as a Fourier series) was the first instance in which the idea that a continuous function must be differentiable was introduced.
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The inverse transform
The inverse transform, known as Fourier series, is a representation of in terms of a summation of a potentially infinite number of harmonically related sinusoids or complex exponential functions, each with an amplitude and phase specified by one of the coefficients:
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a mathematical tool used for analyzing periodic functions by decomposing such a function into a weighted sum of much simpler sinusoidal component functions sometimes referred to as normal Fourier modes, or simply modes for short
The Fourier series is a mathematical tool used for analyzing periodic functions by decomposing such a function into a weighted sum of much simpler sinusoidal component functions sometimes referred to as normal Fourier modes, or simply modes for short.
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an infinite sequence of terms used to solve special types of problems
In mathematics, the Fourier series is an infinite sequence of terms used to solve special types of problems.
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a way to approximate any arbitrary periodic signal as the sum of sines and cosines
The Fourier Series is a way to approximate any arbitrary periodic signal as the sum of sines and cosines.
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