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The algorithm is built upon a task-level performance model for memory hierarchies.
For some, this erodes confidence in contemporary science: David Krell, noting "the staying-power of the ancient model for memory", hopes to expose "the failure of neurophysiological research to render plausible accounts of long-term memory" (1990, p. 5, p. xi).
The model consists of Izhikevich neurons and conductance-based synapses for realistic approximation of neuronal dynamics, a spike-timing-dependent plasticity (STDP) synaptic learning rule with additional synaptic dynamics for memory encoding, and an accumulator model for memory retrieval and categorization.
Subjects visited the model for memory refresh more often in the complex conditions (means: 2.77 for the far and 3.19 for near distance) than for simple patterns (means: 2.08 for the far and 2.28 for near distance).
This can be termed a simplest possible model for memory against which other models could be compared.
Exploring the world by a focus of attention greatly enhances the role that memory can play in perception and that epigenetics represents a model for memory on the genomic level which can be both inherited and acquired and also has the potential of reversibility.
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Two conflicting models for memory T cell differentiation have been proposed: one being "linear differentiation model" and the other being "progressive differentiation model".
For example, in studies of memory and learning, the sea snail Aplysia can be considered a model for human memory, because the final output – memory formation – is the same in both species (for a review, see Bailey and Kandel, 2008).
In the present work we propose a new thermomechanically coupled material model for shape memory alloys (SMA) which describes two important phenomena typical for the material behaviour of shape memory alloys: pseudoelasticity as well as the shape memory effect.
Both studies were conducted in rats, which provide a very rough model for human memory.
We introduce the fractional calculus into the HIV model for the memory property of fractional calculus.
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