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In 2013, Jalab and Ibrahim [3] wrote a paper titled 'Texture enhancement for medical images based on fractional differential masks'.
In this effort, we process an algorithm based on fractional differential stochastic equation (fractional Fokker-Planck equation (FFPE)) to find the fractional entropy solutions.
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The consistency of the improvement of models based on fractional order differential structure has had increased reputation in the research of dynamical systems [9 11].
A great deal of research has been conducted on prey-predator models based on fractional-order differential equations.
In this study a new spectral iterative method (SIM) based on fractional interpolation is presented for solving nonlinear fractional differential equations (FDEs) involving Caputo derivative.
This same approach by these authors in 2013 was used in an article, 'Fractional masks based on generalized fractional differential operator for image denoising'.
The question is, who's going to build us this future based on fractional ownership?
Real color fractional Fourier transform holography is proposed based on fractional Fourier transform holography.
The technique is based on fractional Fourier domain filtering.
A random-coefficient model based on fractional polynomials with correlated random effects was employed.
We used a statistical method based on fractional polynomials for the investigation of potential predictive factors.
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