Examples of 'radon transform' in a sentence
Meaning of "radon transform"
radon transform - a mathematical operation that converts data from one coordinate system to another, typically used in image processing and signal analysis to extract features or enhance visualization
How to use "radon transform" in a sentence
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radon transform
The mathematical function used is a radon transform.
Radon transform of the indicator function of two squares shown in the image below.
This paper presents new theoretical formalism to the generalized discrete radon transform.
The Radon transform and some of its applications.
It is closely related to the Radon transform.
The Radon transform and medical imaging.
A second approach called polynomial discrete Radon transform was also proposed.
The Radon transform is closely related to the Fourier transform.
Mathematically this problem is addressed by means of the conical Radon transform.
The Funk transform and Radon transform are two special cases.
Radon transform of an image, ridgelet transform.
This fact can be used to compute both the Radon transform and its inverse.
The dual Radon transform is a kind of adjoint to the Radon transform.
Explicit and computationally efficient inversion formulas for the Radon transform and its dual are available.
John 's famous monograph on the Radon transform and its application to partial differential equations.
See also
It deals more specifically with integral transforms, modeled on the Radon transform.
The complex analog of the Radon transform is known as the Penrose transform.
In terms of mathematics, the method is based upon the use of the Radon Transform.
His early work was on the Radon transform and he is remembered for John 's equation.
Mathematically, the sinogram data is linked forward to the backprojected image by the Radon Transform.
Then the Brylinksi - Radon transform is the functor between appropriate derived categories of étale sheaves.
This representation makes the Hough transform conceptually very close to the two-dimensional Radon transform.
Alternatively, the Radon transform is a powerful non-local technique which may be used for line detection.
It is based on 2D Fourier transform and the Radon transform.
Dual transform = = The dual Radon transform is a kind of adjoint to the Radon transform.
In [ 14 ] is shown that Hough transform for straight lines is equivalent to Radon transform.
This function is known as the Radon transform ( or sinogram ) of the 2D object.
The Radon transform in n dimensions can be inverted by the formula [ 11 ].
In a totally different field, the Radon transform is known J.
FIG . 3, mentioned above, shows a field of application of the Radon transform.
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Radon has something he would like to share
The measurement of radon concentrations in the workplace
Radon monitoring is scheduled to begin in late summer
