Results 11 to 20 of about 106,766 (164)
Classification of texture using random box counting and binarization methods
Bulletin of Electrical Engineering and Informatics, 2021 The heterogeneous texture classifications with the complexity of structures provide variety of possibilities in image processing, as an example of the multifractal analysis features. The task of texture analysis is a highly significant field of study in the field of machine vision.
Wijdan Jaber AL-kubaisy, Maha Mahmood
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Nuclear Fractal Dimensions as a Tool for Prognostication of Oral Squamous Cell Carcinoma [PDF]
Journal of Clinical and Diagnostic Research, 2015 Background: Carcinogenesis follows complex molecular alterations, which are triggered by subtle chromatin architectural changes that are imperceptible to the human eye. As the treatment decisions in Oral Squamous Cell Carcinoma (OSCC) are hindered by
Shanmukha Raviteja Yinti +5 more
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On relationships between fixation identification algorithms and fractal box counting methods [PDF]
Proceedings of the Symposium on Eye Tracking Research and Applications, 2014 Fixation identification algorithms facilitate data comprehension and provide analytical convenience in eye-tracking analysis. However, current fixation algorithms for eye-tracking analysis are heavily dependent on parameter choices, leading to instabilities in results and incompleteness in reporting.
Quan, Wang +5 more
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Identification of Animal Meat as Halal Product Authentication Using the Box Counting Method
Jurnal Jaringan Telekomunikasi, 2023 Awareness and the need for authentication or assurance of the authenticity of halal foods is a challenge in many countries, especially in Muslim countries. So, many countries where the majority of the population is Muslim are quite strict in ensuring the
Arum Andary Ratri +3 more
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Fractal Dimension Analysis of the Julia Sets of Controlled Brusselator Model
Discrete Dynamics in Nature and Society, 2016 Fractal theory is a branch of nonlinear scientific research, and its research object is the irregular geometric form in nature. On account of the complexity of the fractal set, the traditional Euclidean dimension is no longer applicable and the ...
Yuqian Deng +2 more
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Mathematics, 2022 Branching patterns are ubiquitous in nature; consequently, over the years many researchers have tried to characterize the complexity of their structures.
Alison K. Cheeseman, Edward R. Vrscay
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Analysis of normal human retinal vascular network architecture using multifractal geometry
International Journal of Ophthalmology, 2017 AIM: To apply the multifractal analysis method as a quantitative approach to a comprehensive description of the microvascular network architecture of the normal human retina.
Ştefan Ţălu +4 more
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Hydrology Research, 2020 In the past, a great deal of research has been conducted to determine the fractal properties of river networks, and there are many kinds of methods calculating their fractal dimensions. In this paper, we compare two most common methods: one is geomorphic
Xianmeng Meng +4 more
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Automatic rape flower cluster counting method based on low-cost labelling and UAV-RGB images
Plant Methods, 2023 Background The flowering period is a critical time for the growth of rape plants. Counting rape flower clusters can help farmers to predict the yield information of the corresponding rape fields.
Jie Li +6 more
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Reports of Morphology, 2022 Fractal analysis estimates the metric dimension and complexity of the spatial configuration of different anatomical structures. This allows the use of this mathematical method for morphometry in morphology and clinical medicine. Two methods of fractal analysis are most often used for fractal analysis of linear fractal objects: the Box counting method ...
N. І. Maryenko, O. Yu. Stepanenko
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