Results 11 to 20 of about 16,389 (269)
Solution of a fractal energy integral operator without body force using measure of noncompactness
Alexandria Engineering Journal, 2020 In this paper, we study the solution of fractal energy integral equation for one-dimensional compressible flows without body force using measure of noncompactness.
Hemant Kumar Nashine +2 more
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Entropy, 2019 In this study, some important intrinsic dynamics have been captured after analyzing the relationships between the dynamic pressure at an outlet of centrifugal compressor and fractal characteristics, which is one of powerful descriptions in entropy to ...
Yan Liu, Dongxiao Ding, Kai Ma, Kuan Gao
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Association of the Fractal Dimension of Retinal Arteries and Veins with Quantitative Brain MRI Measures in HIV-Infected and Uninfected Women. [PDF]
PLoS ONE, 2016 OBJECTIVE:The fractal dimension of retinal arteries and veins is a measure of the complexity of the vascular tree. We hypothesized that retinal fractal dimension would be associated with brain volume and white matter integrity in HIV-infected women ...
Howard A Crystal +8 more
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Fractal-Thermodynamic system analogy and complexity of plant leaves
Environmental Research Communications, 2023 More precise measurements of the complexity of leaf shapes can open new pathways to understanding plant adaptation and resilience in the face of global changes.
M Vishnu, R Jaishanker
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FRACTAL VECTOR MEASURES IN THE CASE OF AN UNCOUNTABLE ITERATED FUNCTION SYSTEM [PDF]
Romanian Journal of Mathematics and Computer Science, 2015 In this paper we obtain an extension of the concept of Hutchinson measure (which is the unique fi xed point of a contraction on the set of normalized Borel measures on a compact metric space) related to an iterated function system.
LUCIAN NITA
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Extended Minimal Atomicity through Nondifferentiability: A Mathematical-Physical Approach
Advances in Mathematical Physics, 2019 The mathematical concept of minimal atomicity is extended to fractal minimal atomicity, based on the nondifferentiability of the motion curves of physical system entities on a fractal manifold.
Gabriel Gavriluţ +2 more
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An Improve Differential Box Counting Method to Estimate Fractal Dimension [PDF]
Engineering and Technology Journal, 2015 The mathematical concept that used to measure the complexity of the fractal sets is known as fractal dimension. It is considered as a global feature for fractal images.
N.M.G. Alsaidi, W.J. Abdulaal
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Fractal Measures for Parabolic IFS
Advances in Mathematics, 2002 This is a sequel of previous work by the authors [Ergodic theory Dyn. Syst. 20, No. 5, 1423-1447 (2000; Zbl 0982.37045)] that described and studied the invariant set \(J\) of a parabolic conformal iterated function system \(S\). A remarkable result in this paper gives full account of the behavior of the Hausdorff and packing measures of \(J\) in its ...
Mauldin, R.Daniel, Urbański, Mariusz
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Fractal analysis in oral leukoplakia
Journal of Indian Academy of Oral Medicine and Radiology, 2015 Introduction: Fractal analysis (FA) quantifies complex geometric structures by generating a fractal dimension (FD), which can measure the complexity of mucosa.
Prashant Bhai Pandey +5 more
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Fractal dimension of coastline of Australia
Scientific Reports, 2021 Coastlines are irregular in nature having (random) fractal geometry and are formed by various natural activities. Fractal dimension is a measure of degree of geometric irregularity present in the coastline. A novel multicore parallel processing algorithm
Akhlaq Husain +3 more
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