Many structures in biological systems are organised in self-similar patterns. These can often be described conveniently using fractal analysis techniques. In this chapter we show how fractal analysis can provide numerical measures that can help in automated classification and taxonomy of biological tissue types. We examine the limits of the fractal model, and how multifractal analysis and the local connected fractal dimension can address this question
Fractal geometry is a branch of mathematics that deals with, on a basic level, repeating geometric p...
Abstract — Histopathological classification and grading of biopsy specimens play an important role i...
Fractal geometry has been applied widely in the analysis of medical images to characterize the irreg...
Methods derived from fractal geometry can be used in many areas of neurobiology. For example, fracta...
Abstract: The extension of the concepts of the Fractal Geometry [Mandelbrot 1983] toward the life sc...
Significant contribution to understanding of complex biological systems emerged from application of ...
Complex networks have recently attracted much attention in diverse areas of science and technology. ...
Complex networks have recently attracted much attention in diverse areas of science and technology. ...
Clinical interpretation, diagnosis and treatment are subject to integrating a myriad of different da...
Complex networks have recently attracted much attention in diverse areas of science and technology. ...
Histopathological classification and grading of biopsy specimens play an important role in early can...
Introduction Central to fractal geometry[3] is the concept of self-similarity. Fractal and multifrac...
Natural images can be modelled as patchworks of homogeneous textures with rough contours. The follow...
We live in a world of high complexity in all means. The present article is an attempt to elucidate t...
Fractal analysis has become a popular method in all branches of scientific investigation including e...
Fractal geometry is a branch of mathematics that deals with, on a basic level, repeating geometric p...
Abstract — Histopathological classification and grading of biopsy specimens play an important role i...
Fractal geometry has been applied widely in the analysis of medical images to characterize the irreg...
Methods derived from fractal geometry can be used in many areas of neurobiology. For example, fracta...
Abstract: The extension of the concepts of the Fractal Geometry [Mandelbrot 1983] toward the life sc...
Significant contribution to understanding of complex biological systems emerged from application of ...
Complex networks have recently attracted much attention in diverse areas of science and technology. ...
Complex networks have recently attracted much attention in diverse areas of science and technology. ...
Clinical interpretation, diagnosis and treatment are subject to integrating a myriad of different da...
Complex networks have recently attracted much attention in diverse areas of science and technology. ...
Histopathological classification and grading of biopsy specimens play an important role in early can...
Introduction Central to fractal geometry[3] is the concept of self-similarity. Fractal and multifrac...
Natural images can be modelled as patchworks of homogeneous textures with rough contours. The follow...
We live in a world of high complexity in all means. The present article is an attempt to elucidate t...
Fractal analysis has become a popular method in all branches of scientific investigation including e...
Fractal geometry is a branch of mathematics that deals with, on a basic level, repeating geometric p...
Abstract — Histopathological classification and grading of biopsy specimens play an important role i...
Fractal geometry has been applied widely in the analysis of medical images to characterize the irreg...