2014, ISBN 9814590282, xi, 595

Book

2017, ISBN 9781498728331, 497

eBook

Markov processes and related fields, ISSN 1024-2953, 1995

Journal

1990, 1, Monographs on statistics and applied probability (Series), ISBN 0412343908, Volume 43, xv, 335

This book describes an array of power tools for data analysis that are based on nonparametric regression and smoothing techniques. These methods relax the...

Mathematical statistics | Mathematical models | Statistical Theory & Methods | Linear models (Statistics) | Smoothing (Statistics) | Regression analysis

Mathematical statistics | Mathematical models | Statistical Theory & Methods | Linear models (Statistics) | Smoothing (Statistics) | Regression analysis

Book

2017, Cambridge tracts in mathematics, ISBN 1107026695, Volume 209., xviii, 363

Stochastic systems provide powerful abstract models for a variety of important real-life applications: for example, power supply, traffic flow, data...

Random walks (Mathematics) | Stochastic processes

Random walks (Mathematics) | Stochastic processes

Book

Random structures & algorithms, ISSN 1042-9832, 1990

Journal

Proceedings of the National Academy of Sciences - PNAS, ISSN 1091-6490, 05/2014, Volume 111, Issue 23, pp. 8351 - 8356

Assessing the navigability of interconnected networks (transporting information, people, or goods) under eventual random failures is of utmost importance to...

Navigation | rev genes | Transportation networks | Random walk | Transportation | Complex networks | Topology | Public transportation | Physics | Vertices | Science & Technology - Other Topics | Multidisciplinary Sciences | Science & Technology | Models, Theoretical | Community Networks | Algorithms | Computer Simulation | Humans | London | Computer Communication Networks | Information Dissemination | Monte Carlo method | Random walks (Mathematics) | Research | Random walk theory | Comparative analysis | Monte Carlo simulation | Index Medicus | Physical Sciences

Navigation | rev genes | Transportation networks | Random walk | Transportation | Complex networks | Topology | Public transportation | Physics | Vertices | Science & Technology - Other Topics | Multidisciplinary Sciences | Science & Technology | Models, Theoretical | Community Networks | Algorithms | Computer Simulation | Humans | London | Computer Communication Networks | Information Dissemination | Monte Carlo method | Random walks (Mathematics) | Research | Random walk theory | Comparative analysis | Monte Carlo simulation | Index Medicus | Physical Sciences

Journal Article

2010, Student mathematical library, ISBN 9780821848296, Volume 55, ix, 156

Book

2017, London Mathematical Society lecture note series, ISBN 1108125603, Volume 438, xi, 226 pages

This introduction to random walks on infinite graphs gives particular emphasis to graphs with polynomial volume growth. It offers an overview of analytic...

Markov processes | Graph theory | Heat equation | Random walks (Mathematics)

Markov processes | Graph theory | Heat equation | Random walks (Mathematics)

Book

2017, Second edition., Texts in statistical science., ISBN 9781498728331, xx, 476 pages

New to the Second Edition: Mixed models are introducted much earlier in the book, in a new Chapter 2 alongside GLMs in Chapter 3; The range of smoothers...

Bayesian statistical decision theory | Modèles linéaires (Statistique) | R (Langage de programmation) | Marches aléatoires (Mathématiques) | Random walks (Mathematics) | Linear models (Statistics) | R (Computer program language) | Équations d'estimation généralisées | Théorie de la décision bayésienne | Generalized estimating equations | Statistical Theory & Methods | Statistical Computing

Bayesian statistical decision theory | Modèles linéaires (Statistique) | R (Langage de programmation) | Marches aléatoires (Mathématiques) | Random walks (Mathematics) | Linear models (Statistics) | R (Computer program language) | Équations d'estimation généralisées | Théorie de la décision bayésienne | Generalized estimating equations | Statistical Theory & Methods | Statistical Computing

Book

Geophysical research letters, ISSN 0094-8276, 09/2014, Volume 41, Issue 17, pp. 6184 - 6190

We study the nature of non‐Fickian particle transport in 3‐D porous media by simulating fluid flow in the intricate pore space of real rock. We solve the full...

anomalous transport | transverse spreading | porous media | continuous time random walks | intermittency | Geosciences, Multidisciplinary | Physical Sciences | Geology | Science & Technology | Velocity | Porous materials | Geophysics | Streamlines | Correlation | Fluid flow | Emission | Stokes law (fluid mechanics) | Sediment transport | Porous media | Heterogeneity | Computed tomography | Tomography | Mathematical models | Computer simulation | Computational fluid dynamics | Random walk | Media | Equations | Scale (ratio) | Spreading | Rocks | Particle transport | Random walk theory | Transport | Navier-Stokes equations | Rock | Porosity | Information dissemination | Three dimensional | ENVIRONMENTAL SCIENCES

anomalous transport | transverse spreading | porous media | continuous time random walks | intermittency | Geosciences, Multidisciplinary | Physical Sciences | Geology | Science & Technology | Velocity | Porous materials | Geophysics | Streamlines | Correlation | Fluid flow | Emission | Stokes law (fluid mechanics) | Sediment transport | Porous media | Heterogeneity | Computed tomography | Tomography | Mathematical models | Computer simulation | Computational fluid dynamics | Random walk | Media | Equations | Scale (ratio) | Spreading | Rocks | Particle transport | Random walk theory | Transport | Navier-Stokes equations | Rock | Porosity | Information dissemination | Three dimensional | ENVIRONMENTAL SCIENCES

Journal Article

2011, ISBN 9781107006799, Volume 9781107006799, xiii, 164

Do the movements of animals, including humans, follow patterns that can be described quantitatively by simple laws of motion? If so, then why? These questions...

Animal behavior | Modèles mathématiques | Domaine vital (Éthologie) | Mœurs et comportemen | Animaux | Biological invasions | Invasions biologiques | Mathematical models | Home range (Animal geography) | Animal ecology

Animal behavior | Modèles mathématiques | Domaine vital (Éthologie) | Mœurs et comportemen | Animaux | Biological invasions | Invasions biologiques | Mathematical models | Home range (Animal geography) | Animal ecology

Book

Fractional Calculus and Applied Analysis, ISSN 1311-0454, 02/2018, Volume 21, Issue 1, pp. 10 - 28

We obtain a generalized diffusion equation in modified or Riemann-Liouville form from continuous time random walk theory. The waiting time probability density...

33E12 | Mittag-Leffler functions | Primary 26A33 | 35R11 | continuous time random walk (CTRW) | anomalous diffusion | generalized diffusion equation | Secondary 34A08 | Research | Heat equation | Random walks (Mathematics) | Mathematical research | Economic models | Mathematical analysis | Random walk | Random walk theory | Diffusion | Probability distribution functions | Probability density functions | Distribution functions

33E12 | Mittag-Leffler functions | Primary 26A33 | 35R11 | continuous time random walk (CTRW) | anomalous diffusion | generalized diffusion equation | Secondary 34A08 | Research | Heat equation | Random walks (Mathematics) | Mathematical research | Economic models | Mathematical analysis | Random walk | Random walk theory | Diffusion | Probability distribution functions | Probability density functions | Distribution functions

Journal Article

Science (American Association for the Advancement of Science), ISSN 1095-9203, 03/2015, Volume 347, Issue 6227, pp. 1229 - 1233

Full control over the dynamics of interacting, indistinguishable quantum particles is an important prerequisite for the experimental study of strongly...

Science & Technology - Other Topics | Multidisciplinary Sciences | Science & Technology | Quantum optics | Optics | Crystal lattices | Research | Random walks (Mathematics) | Quantum physics | Random walk theory | Optical lattices | Dynamic tests | Correlation | Dynamics | Emergence | Atomic properties | Sailors | Dynamical systems | Physics - Quantum Gases

Science & Technology - Other Topics | Multidisciplinary Sciences | Science & Technology | Quantum optics | Optics | Crystal lattices | Research | Random walks (Mathematics) | Quantum physics | Random walk theory | Optical lattices | Dynamic tests | Correlation | Dynamics | Emergence | Atomic properties | Sailors | Dynamical systems | Physics - Quantum Gases

Journal Article

Ecology (Durham), ISSN 0012-9658, 05/2008, Volume 89, Issue 5, pp. 1208 - 1215

We propose a continuous-time version of the correlated random walk model for animal telemetry data. The continuous-time formulation allows data that have been...

Travel | Ecological modeling | Animals | Marine ecology | Random walk | Seals | Reports | Telemetry | Modeling | Geodetic position | Perceptual localization | Callorhinus ursinus | integrated stochastic process | satellite telemetry | correlated random walk | northern fur seal | state–space model | kalman filter | marine mammals | Argos location | harbor seal | Phoca vitulina | Integrated stochastic process | Northern fur seal | Harbor seal | Kalman filter | Satellite telemetry | Correlated random walk | State-space model | Marine mammals | Environmental Sciences & Ecology | Ecology | Life Sciences & Biomedicine | Science & Technology | Fur Seals - physiology | Telemetry - veterinary | Time Factors | Models, Biological | Ecosystem | Behavior, Animal - physiology | Phoca - physiology | Technology application | Evaluation | Biotelemetry | Random walks (Mathematics) | Stochastic processes | Environmental aspects | Kalman filtering | Research | Methods | Parameter estimation | Models | Correlation analysis | Index Medicus

Travel | Ecological modeling | Animals | Marine ecology | Random walk | Seals | Reports | Telemetry | Modeling | Geodetic position | Perceptual localization | Callorhinus ursinus | integrated stochastic process | satellite telemetry | correlated random walk | northern fur seal | state–space model | kalman filter | marine mammals | Argos location | harbor seal | Phoca vitulina | Integrated stochastic process | Northern fur seal | Harbor seal | Kalman filter | Satellite telemetry | Correlated random walk | State-space model | Marine mammals | Environmental Sciences & Ecology | Ecology | Life Sciences & Biomedicine | Science & Technology | Fur Seals - physiology | Telemetry - veterinary | Time Factors | Models, Biological | Ecosystem | Behavior, Animal - physiology | Phoca - physiology | Technology application | Evaluation | Biotelemetry | Random walks (Mathematics) | Stochastic processes | Environmental aspects | Kalman filtering | Research | Methods | Parameter estimation | Models | Correlation analysis | Index Medicus

Journal Article