The first chapter of this book introduces some history, philosophy, and basic concepts of fractal geometry and discusses how the neurosciences can benefit from applying computational fractal-based analyses. Further, it compares fractal with Euclidean approaches to analyzing and quantifying the brain in its entire physiopathological spectrum and presents an overview of the first section of the book as well.10 page(s
Fractal geometry can be used to analyze shape and patterns in brain images. With this study we use f...
Characterizations in terms of fractals are typically employed for systems with complex and multi-sca...
The quantification of brain dynamics is essential to its understanding. However, the brain is a syst...
Reviews the most intriguing applications of fractal analysis in neuroscience with a focus on current...
The natural complexity of the brain, its hierarchical structure, and the sophisticated topological a...
The introduction of fractal geometry in the neurosciences has been a major paradigm shift over the l...
Over the last years, fractals have entered into the realms of clinical neurosciences. The whole brai...
Over the last decades, fractal analysis has been applied to the study of the spatial and temporal co...
Methods derived from fractal geometry can be used in many areas of neurobiology. For example, fracta...
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...
Fractal analysis has entered a new era. The applications to different areas of knowledge have been s...
The paper presents a method to examine brain structures in neuroanatomy changes which result in deme...
Several natural phenomena can be described by studying their statistical scaling patterns, hence lea...
Ischemic stroke, a cerebral vascular accident, is induced by occlusion of blood vessels in the brain...
Fractal geometry can be used to analyze shape and patterns in brain images. With this study we use f...
Characterizations in terms of fractals are typically employed for systems with complex and multi-sca...
The quantification of brain dynamics is essential to its understanding. However, the brain is a syst...
Reviews the most intriguing applications of fractal analysis in neuroscience with a focus on current...
The natural complexity of the brain, its hierarchical structure, and the sophisticated topological a...
The introduction of fractal geometry in the neurosciences has been a major paradigm shift over the l...
Over the last years, fractals have entered into the realms of clinical neurosciences. The whole brai...
Over the last decades, fractal analysis has been applied to the study of the spatial and temporal co...
Methods derived from fractal geometry can be used in many areas of neurobiology. For example, fracta...
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...
Fractal analysis has entered a new era. The applications to different areas of knowledge have been s...
The paper presents a method to examine brain structures in neuroanatomy changes which result in deme...
Several natural phenomena can be described by studying their statistical scaling patterns, hence lea...
Ischemic stroke, a cerebral vascular accident, is induced by occlusion of blood vessels in the brain...
Fractal geometry can be used to analyze shape and patterns in brain images. With this study we use f...
Characterizations in terms of fractals are typically employed for systems with complex and multi-sca...
The quantification of brain dynamics is essential to its understanding. However, the brain is a syst...