Assessing cognitive processes with diffusion model analyses: a tutorial based on fast-dm-30
Diffusion models can be used to infer cognitive processes involved in fast binary decision tasks. The model assumes that information is accumulated continuously until one of two thresholds is hit.
A. Voss, J. Voss, Veronika Lerche
semanticscholar +1 more source
Rapid formation of uniformly layered materials by coupling reaction-diffusion processes with mechanical responsiveness. [PDF]
van Campenhout CT +3 more
europepmc +1 more source
On the Transformation of Diffusion Processes into the Wiener Process [PDF]
Necessary and sufficient conditions are given for transforming (constructively) a one-dimensional diffusion process described by a Kolmogorov equation into the Wiener process. These conditions are shown to be equivalent to invariance of a parabolic partial differential equation under a six-parameter Lie group of point transformations.
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Restricted Gompertz-Type Diffusion Processes with Periodic Regulation Functions
We consider two different time-inhomogeneous diffusion processes useful to model the evolution of a population in a random environment. The first is a Gompertz-type diffusion process with time-dependent growth intensity, carrying capacity and noise ...
Virginia Giorno, Amelia G. Nobile
doaj +1 more source
Long-Lifetime Phosphorescence and the Diffusion Process [PDF]
P. Debye, John O. Edwards
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Analysis of dead-core formation in catalytic reaction and diffusion processes with generalized diffusion flux. [PDF]
Skrzypacz P +5 more
europepmc +1 more source
Diffusion as a Process of Creative Adoption [PDF]
This paper elaborates an integrated framework for understanding diffusion as a process of creative adoptions in the business sector. Within the context of the economics of localized technological change, adoption is viewed as a complementary component of a broader process of adjusting the technology when unexpected events in the product and factor ...
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The New Attempt at Modeling of the Three-Dimensional Geometry of the Epidermal Skin Layer and the Diffusion Processes of Nanomolecular Drug Carriers in Such Structures. [PDF]
Błaszczyk MM, Sęk JP.
europepmc +1 more source
Diffusion Processes on Manifolds
This is an informal introduction to stochastic analysis on both Riemannian and Lorentzian manifolds. We review the basics underlying the construction of diffusions on manifolds, highlighting the important differences between the Riemannian and Lorentzian cases. We also discuss a few recent applications which range from biophysics to cosmology.
Debbasch, Fabrice, Chevalier, Claire
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