In this paper, the method of caculating multifractal spectrum with partition function is briefly introduced based on multifractal theory. As research object, a growing structure is simulated by computer. Then we discuss the shortage of the partition function method and the effection of free scale zones to multifractal spectrum results. At last, a new approach is presented to express developing surface structure. It can describe the character of developing surface structure more exactly, and will play an important role in analyse and characterization of complex structure
B. Mandelbrot gave a new birth to the notions of scale invariance, selfsimilarity and non-integer di...
The study is made of the spatial structure of the systems of cities and towns in Central Plains, mai...
This work focuses to study soil structure as a complex system characterizing it through their multis...
In this paper, the method of caculating multifractal spectrum with partition function is briefly int...
Multifractal scaling analysis is applied to the growing surfaces of random deposition model. The eff...
AbstractA MATLAB® program based on the Hou algorithm for estimation of fractal dimension and multifr...
Complex networks have attracted much attention in diverse areas of science and technology. Multifrac...
Software used to determine multifractal spectra: Generalized dimensions Dq and spectrum of singulari...
License, which permits unrestricted use, distribution, and reproduction in any medium, provided the ...
Despite its solid foundations, multifractal analysis is still a challenging task. The 'inversed' sin...
Many different physical situations can be described by multifractal distributions. A general framewo...
B. Mandelbrot gave a new birth to the notions of scale invariance, selfsimilarity and non-integer di...
International audienceWe introduce two classes of multifractal spectra, called respectively dimensio...
International audienceAfter a brief review of some classical approaches in image segmentation, the b...
In the latest years, multifractal analysis has been applied to image analysis. The multifractal fram...
B. Mandelbrot gave a new birth to the notions of scale invariance, selfsimilarity and non-integer di...
The study is made of the spatial structure of the systems of cities and towns in Central Plains, mai...
This work focuses to study soil structure as a complex system characterizing it through their multis...
In this paper, the method of caculating multifractal spectrum with partition function is briefly int...
Multifractal scaling analysis is applied to the growing surfaces of random deposition model. The eff...
AbstractA MATLAB® program based on the Hou algorithm for estimation of fractal dimension and multifr...
Complex networks have attracted much attention in diverse areas of science and technology. Multifrac...
Software used to determine multifractal spectra: Generalized dimensions Dq and spectrum of singulari...
License, which permits unrestricted use, distribution, and reproduction in any medium, provided the ...
Despite its solid foundations, multifractal analysis is still a challenging task. The 'inversed' sin...
Many different physical situations can be described by multifractal distributions. A general framewo...
B. Mandelbrot gave a new birth to the notions of scale invariance, selfsimilarity and non-integer di...
International audienceWe introduce two classes of multifractal spectra, called respectively dimensio...
International audienceAfter a brief review of some classical approaches in image segmentation, the b...
In the latest years, multifractal analysis has been applied to image analysis. The multifractal fram...
B. Mandelbrot gave a new birth to the notions of scale invariance, selfsimilarity and non-integer di...
The study is made of the spatial structure of the systems of cities and towns in Central Plains, mai...
This work focuses to study soil structure as a complex system characterizing it through their multis...