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1. Full Text Persistent Random Walks. II. Functional Scaling Limits
by Cénac, Peggy and Cénac, Peggy and Le Ny, Arnaud and Le Ny, Arnaud and de Loynes, Basile and de Loynes, Basile and Offret, Yoann and Offret, Yoann
Journal of theoretical probability, ISSN 0894-9840, 6/2019, Volume 32, Issue 2, pp. 633 - 658
60K20 | Persistent random walks | 60G22 | Lévy walks | Functional scaling limits | Directionally reinforced random walks | 60G50 | Probability Theory and Stochastic Processes | Mathematics | Statistics, general | 60J05 | 60J15 | 60G17 | Anomalous diffusions | 60F17 | Arcsine Lamperti laws | Statistics & Probability | Physical Sciences | Science & Technology | Stochastic processes | Random walk | Markov processes | Scaling | Random walk theory | Markov analysis | Phase transitions | Probability
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2. Full Text An exact thermodynamical model of power-law temperature time scaling
by Zingales, Massimiliano
Annals of physics, ISSN 0003-4916, 02/2016, Volume 365, pp. 24 - 37
Fractional Transport | Power-law | Temperature evolution | Anomalous conduction | Fractional derivative | Physics, Multidisciplinary | Physical Sciences | Physics | Science & Technology | Laws, regulations and rules | Analysis | Force and energy | Transportation | Thermodynamics | Temperature | Mathematical models | Mathematical analysis | Decay | Fourier analysis | Evolution | Diffusion | Physical properties | Thermal energy
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3. Full Text Time-average based on scaling law in anomalous diffusions
by Kim, Hyun-Joo
Modern physics letters. B, Condensed matter physics, statistical physics, applied physics, ISSN 0217-9849, 05/2015, Volume 29, Issue 13, p. 1550059
Anomalous diffusions | scaling law | weak ergodicity breaking | Physics, Condensed Matter | Physical Sciences | Physics | Physics, Mathematical | Science & Technology | Physics, Applied | Lag time | Markov chains | Markov analysis | Random walk | Scaling laws | Physics - Statistical Mechanics
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4. Full Text Sub-diffusive scaling with power-law trapping times
by Luo Liang Tang Lei-Han
Chinese physics B, ISSN 1674-1056, 2014, Volume 23, Issue 7, pp. 64 - 72
反常扩散 | 生物过程 | 扩散运动 | 缩放比例 | 物理参数 | 粒子运动轨迹 | 仿真结果 | 统计力学 | subdiffusive scaling | anomalous diffusion | random walk in a disordered medium | glass transition | Physics, Multidisciplinary | Physical Sciences | Physics | Science & Technology | Obstacles | Landscapes | Trapping | Simulation | Mathematical analysis | Diffusion | Particle trajectories | Statistics
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5. Role of impurities in modifying isotope scaling law of ion temperature gradient turbulence driven transport in tokamak
by Shen, Yong and Dong, Jia-Qi and Xu, Hong-Bing
Wuli xuebao, ISSN 1000-3290, 10/2018, Volume 67, Issue 19
Impurity mode | Isotope effect | Anomalous transport | Ion temperature gradient mode | Physics, Multidisciplinary | Physical Sciences | Physics | Science & Technology
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6. Full Text Anomalous dispersion, renormalization groups, scaling laws and classification: A reflection on recent efforts
by Cushman, John H and O’Malley, Daniel and Park, Moongyu
Advances in water resources, ISSN 0309-1708, 12/2013, Volume 62, pp. 207 - 214
Anomalous diffusion/dispersion | Central limit theorems | Renormalization groups | Water Resources | Physical Sciences | Science & Technology | Earth, ocean, space | Earth sciences | Hydrogeology | Exact sciences and technology | Hydrology. Hydrogeology
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7. Full Text Temporal scaling characteristics of diffusion as a new MRI contrast: Findings in rat hippocampus
by Özarslan, Evren and Shepherd, Timothy M and Koay, Cheng Guan and Blackband, Stephen J and Basser, Peter J
NeuroImage (Orlando, Fla.), ISSN 1053-8119, 04/2012, Volume 60, Issue 2, pp. 1380 - 1393
Diffusion time | Fractal | Anisotropy | Anomalous diffusion | DWI | Scaling | Rician | Noise floor | q-Space | Power law | SHORE | Q-Space | Neuroimaging | Neurosciences | Neurosciences & Neurology | Life Sciences & Biomedicine | Radiology, Nuclear Medicine & Medical Imaging | Science & Technology | Rats | Hippocampus - anatomy & histology | Animals | Time Factors | Diffusion Magnetic Resonance Imaging | Brain | Magnetic resonance imaging | Noise control | Standard deviation | Random variables | Diffusion | Theory | Noise | Index Medicus | noise floor | scaling | anisotropy | fractal | q-space | diffusion time | anomalous diffusion | power law
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8. Full Text Non-Porod scattering and non-integer scaling of resistance in rough films
by Bupathy, Arunkumar and Verma, Rupesh and Banerjee, Varsha and Puri, Sanjay
The Journal of physics and chemistry of solids, ISSN 0022-3697, 04/2017, Volume 103, pp. 33 - 39
Resistance laws | Rough films | Anomalous diffusion | Physics, Condensed Matter | Physical Sciences | Chemistry | Chemistry, Multidisciplinary | Physics | Science & Technology | Thin films | Palladium | Dielectric films | Anisotropy | Analysis | Electric properties
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9. Full Text Peak and tail scaling of breakthrough curves in hydrologic tracer tests
by Aquino, T and Aubeneau, A and Bolster, D
Advances in water resources, ISSN 0309-1708, 04/2015, Volume 78, pp. 1 - 8
Breakthrough curves | Particle tracking | Anomalous transport | Water Resources | Physical Sciences | Science & Technology | Tracers (Biology) | Hydrology | Analysis | Equivalence | Confidence | Asymptotic properties | Transport | Signatures | Power law | Water resources | Tracers
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10. Full Text Anomalous diffusion with ballistic scaling: A new fractional derivative
by Kelly, James F and Li, Cheng-Gang and Meerschaert, Mark M
Journal of computational and applied mathematics, ISSN 0377-0427, 09/2018, Volume 339, pp. 161 - 178
Riesz derivative | Stable distributions | Lévy motion | Fractional calculus | Anomalous diffusion | Physical Sciences | Mathematics | Mathematics, Applied | Science & Technology | Hydrology | Analysis | Nuclear physics
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11. Full Text Scaling, Renormalization and Statistical Conservation Laws in the Kraichnan Model of Turbulent Advection
by Kupiainen, A and Muratore-Ginanneschi, P
Journal of statistical physics, ISSN 0022-4715, 2/2007, Volume 126, Issue 3, pp. 669 - 724
Passive scalar | Physical Chemistry | Anomalous scaling | Mathematical and Computational Physics | Quantum Physics | turbulence | Physics | Statistical Physics | renormalization group Kraichnan model | Turbulence | Renormalization group Kraichnan model | Physical Sciences | Physics, Mathematical | Science & Technology
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12. Full Text Fickian dispersion is anomalous
by Cushman, John H and O’Malley, Dan and Los Alamos National Lab. (LANL), Los Alamos, NM (United States)
Journal of hydrology (Amsterdam), ISSN 0022-1694, 12/2015, Volume 531, Issue P1, pp. 161 - 167
Anomalous | Scaling | Non-Fickian | Renormalization | Transport | Geosciences, Multidisciplinary | Engineering | Physical Sciences | Geology | Technology | Engineering, Civil | Water Resources | Science & Technology | Operators | Mathematical analysis | Classification | Scaling laws | Norms | Dispersions | Self-similarity | Clocks | scaling | anomalous | transport | non-Fickian | GEOSCIENCES | renormalization
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13. Full Text Anomalous scaling of a passive vector field in d dimensions: higher order structure functions
by Adzhemyan, L Ts and Antonov, N V and Gol'din, P B and Kompaniets, M V
Journal of physics. A, Mathematical and theoretical, ISSN 1751-8113, 3/2013, Volume 46, Issue 13, pp. 1 - 16
turbulent advection | operator product expansion | passive vector field | scaling | anomalous | renormalization group | Physics, Multidisciplinary | Physical Sciences | Physics | Physics, Mathematical | Science & Technology | Operators | Turbulence | Tasks | Computational fluid dynamics | Exponents | Mathematical analysis | Mathematical models | Fields (mathematics) | Navier-Stokes equations
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