Convergence of diffusion with concentrating capacity

The Capacity of Convergence - ZoneEpisodic

| Human episodic memory provides a seemingly unlimited storage for everyday experiences, and a retrieval system that allows us to access the experiences with partial activation of their components. This paper presents a computational model of epi-sodic memory inspired by Damasio's idea of Convergence Zones. The model consists of a layer of perceptual feature maps and a binding layer. A perceptu...

Renal concentrating and water-excreting capacity in hyperthyroidism.

Note: interpreting iterative methods convergence with diffusion point of view

Based on the previous research results on the diffusion approach [1] to solve fixed point problem in linear algebra, we propose here a new analysis of the convergence speed of different iteration methods. In Section II, we define the iteration methods that are considered. Section III shows how to define the associated equivalent diffusion iteration. Section IV shows few examples to illustrate t...

Convergence of the Stochastic Age-Structured Population System with Diffusion

In this paper, stochastic age-structure population system with jump are studied. It is proved that the semi-implicit Euler approximation solutions converge to the analytic solution for the stochastic age-structured population system with Poisson jump. The analysis use ˆ Ito s ′ formula, Burkholder-DavisGundy's inequality, Gronwall's lemma and some inequalities for our purposes.

The Capacity of Convergence-Zone Episodic Memory

Human episodic memory provides a seemingly unlimited storage for everyday experiences, and a retrieval system that allows us to access the experiences with partial activation of their components. This paper presents a computational model of episodic memory inspired by Damasio's idea of Convergence Zones. The model consists of a layer of perceptual feature maps and a binding layer. A perceptual ...