Corrigendum: Spatial and temporal characterisation of sea-ice deformation
Journal of Glaciology, 2018 Correcting a sign error results in no changes to the key conclusions of Hutchings and others (2011). However, there is an improved agreement with previous work. Mean total sea-ice deformation scales log linearly with distance and the scaling exponent was
JENNIFER K. HUTCHINGS +3 more
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Preferential Behaviour and Scaling in Diffusive Dynamics on Networks [PDF]
, 2007 We study the fluctuation properties and return-time statistics on inhomogeneous scale-free networks using packets moving with two different dynamical rules; random diffusion and locally navigated diffusive motion with preferred edges.
Kujawski, B, Tadic, B, Rodgers, GJ
core +2 more sources
Prediction of Human Pharmacokinetics of Antibody–Drug Conjugates From Nonclinical Data
Clinical and Translational Science, 2019 Prediction of human pharmacokinetics (PK) based on preclinical information for antibody–drug conjugates (ADCs) provide important insight into first‐in‐human (FIH) study design.
Chunze Li +17 more
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Detrended Fluctuation Analysis on Cardiac Pulses in Both, Animal Models and Humans: A Computation for an Early Prognosis of Cardiovascular Disease [PDF]
Journal of Systemics, Cybernetics and Informatics, 2008 We analyzed the heartbeat interval by the detrended fluctuation analysis (DFA) in models and humans. In models, the myocardium of the healthy heart contracted regularly. The deteriorated heart model, however, showed alternating beats so-called "alternans.
Toru Yazawa +3 more
doaj
On the Difference of Scaling Properties for Temperature and Precipitation over China
Advances in Meteorology, 2017 The daily air temperature and precipitation records of four meteorological observation stations over China are used to investigate the differences of scaling property employing the detrended fluctuation analysis (DFA) method.
Lei Jiang, Liqing Zhao, Zihao Zhao
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Fractal dimension accounts for allometric scaling exponents of cities
HeliyonFractal theory has long been used to explain the scaling exponent of allometric growth models. However, the relationship between fractals and allometry is still questioned by some scholars. One viewpoint is that fractals involve scaling laws, but scaling
Yanguang Chen
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A Predictive and Preventative Computation for the Diagnosis of the Heartbeat Control Systems: DFA for the Risk of Mortality in Both, Animal Models and Humans [PDF]
Journal of Systemics, Cybernetics and Informatics, 2007 We analyzed the heartbeat interval by the detrended fluctuation analysis (DFA) in models and humans. In models, the myocardium of the healthy heart contracted regularly. The deteriorated heart model, however, showed alternating beats so-called "alternans.
Toru Yazawa +3 more
doaj
A Hierarchical Allometric Scaling Analysis of Chinese Cities: 1991–2014
Discrete Dynamics in Nature and Society, 2017 The law of allometric scaling based on Zipf distributions can be employed to research hierarchies of cities in a geographical region. However, the allometric patterns are easily influenced by random disturbance from the noises in observational data.
Yanguang Chen, Jian Feng
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Cancellation exponents and multifractal scaling laws in the solar wind magnetohydrodynamic turbulence [PDF]
Annales Geophysicae, 1996 Some signed measures in turbulence are found to be sign-singular, that is their sign reverses continuously on arbitrary finer scales with a reduction of the cancellation between positive and negative contributions.
V. Carbone, R. Bruno
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Scaling of Growth Rate Volatility for Six Macroeconomic Variables
Contemporary Economics, 2012 We study the annual growth rates of six macroeconomic variables: public debt, public health expenditures, exports of goods, government consumption expenditures, total exports of goods and services, and total imports of goods and services.
Boris Podobnik +4 more
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