<p><b>The relationship between the Fractal dimension (FD) (top row) and the depth of the rotational image difference function (rotIDF) (bottom row)</b>. Shown are the rotIDFs for the same scene (location 1) when the Fractal Dimension (FD) is maximum (red) and minimum (blue) in the morning (<b>A</b>), the afternoon (<b>B</b>) and the evening (<b>C</b>). Note that there appears to be an inverse relationship between FD and the depth (d) of the rotIDF.</p
Links between the fractal Hausdorff dimension, the Fourier transform of 2D scenes, and image segment...
This article discusses the interplay in fractal geometry occuring between computer programs for deve...
(a) FD values of mesial images, (b) FD values of distal images, and (c) FD values of sagittal images...
<p>(<b>A</b>) The depth of the rotIDF is shown for the maximum and minimum value of the Fractal Dime...
Recent work on virtual reality navigation in humans has suggested that navigational success is inver...
Recent work on virtual reality navigation in humans has suggested that navigational success is inver...
<p>(<b>A</b>) The relationship between Fractal Dimension (FD) and Variance according to Eq (<a href=...
<p>(<b>A</b>) Two functions for the two scenes at the bottom show the r.m.s. pixel differences at di...
Two measures are commonly used to describe scale-invariant complexity in images: fractal dimension (...
This paper describes a characteristic of fractal dimension measurement. The fractal dimensions are c...
This article discusses the interplay in fractal geometry occurring between computer programs for dev...
Fractal analysis has been applied in many fields since it was proposed by Mandelbrot in 1967. Fracta...
In many natural and engineered systems, the circle and the spiral are the appropriate primitives. A...
Fractal analysis has been applied in many fields since it was proposed by Mandelbrot in 1967. Fracta...
Links between the fractal Hausdorff dimension, the Fourier transform of two-dimensional scenes, and ...
Links between the fractal Hausdorff dimension, the Fourier transform of 2D scenes, and image segment...
This article discusses the interplay in fractal geometry occuring between computer programs for deve...
(a) FD values of mesial images, (b) FD values of distal images, and (c) FD values of sagittal images...
<p>(<b>A</b>) The depth of the rotIDF is shown for the maximum and minimum value of the Fractal Dime...
Recent work on virtual reality navigation in humans has suggested that navigational success is inver...
Recent work on virtual reality navigation in humans has suggested that navigational success is inver...
<p>(<b>A</b>) The relationship between Fractal Dimension (FD) and Variance according to Eq (<a href=...
<p>(<b>A</b>) Two functions for the two scenes at the bottom show the r.m.s. pixel differences at di...
Two measures are commonly used to describe scale-invariant complexity in images: fractal dimension (...
This paper describes a characteristic of fractal dimension measurement. The fractal dimensions are c...
This article discusses the interplay in fractal geometry occurring between computer programs for dev...
Fractal analysis has been applied in many fields since it was proposed by Mandelbrot in 1967. Fracta...
In many natural and engineered systems, the circle and the spiral are the appropriate primitives. A...
Fractal analysis has been applied in many fields since it was proposed by Mandelbrot in 1967. Fracta...
Links between the fractal Hausdorff dimension, the Fourier transform of two-dimensional scenes, and ...
Links between the fractal Hausdorff dimension, the Fourier transform of 2D scenes, and image segment...
This article discusses the interplay in fractal geometry occuring between computer programs for deve...
(a) FD values of mesial images, (b) FD values of distal images, and (c) FD values of sagittal images...