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A review of dendritic growth during solidification: Mathematical modeling and numerical simulations
Renewable and Sustainable Energy Reviews, 2017Abstract Dendritic growth is one of the most common microstructures in metal and solution solidification. The subject of dendritic growth has received much attention from both scientific and industrial points of view. On the one hand, dendritic growth has become a deeply investigated subject in non-linear dynamics field.
Mohamad Ali Jaafar +3 more
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Dendritic Synaptic Patterns: Experiments with a Mathematical Model
1965Progress in experimental biology occurs when a new technique or combination of techniques makes it possible for an investigator to seek and obtain answers to new questions; each of us can give numerous illustrations of this. A similar statement holds also for progress in theoretical biology.
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Mathematical Model of Cancer Immunotherapy by Dendritic Cells Combined with Tumor Hypoxia Treatment
2018 25th National and 3rd International Iranian Conference on Biomedical Engineering (ICBME), 2018To understand complex immunological mechanisms alongside avoiding huge experimentation costs, mathematical modelling has been used in the development of anticancer drugs. In this paper, a mathematical model is proposed to describe the roles of hypoxia-inducible factors (HIFs) (transcription factors released by tumors in response to a decrease in ...
Abazar Arabameri +2 more
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Metallurgical and Materials Transactions B, 2011
A mathematical model of interdendritic thermometallurgical strain (ITM) generated during dendritic solidification of steel alloys has been developed. The model consists of two main parts in which the first part represents the derivation of ITM strain based on the concept of thermal storage energy.
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A mathematical model of interdendritic thermometallurgical strain (ITM) generated during dendritic solidification of steel alloys has been developed. The model consists of two main parts in which the first part represents the derivation of ITM strain based on the concept of thermal storage energy.
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Journal of Biological Systems, 2018
To develop an anticancer drug, the mathematical models are nowadays indispensable because of complex immunological mechanisms defying with high experimentation costs as well as a large number of parameters. Based on immunological theories and vision of experimentation data, a simple and sufficient compartment model is designed that can accurately ...
ABAZAR ARABAMERI +2 more
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To develop an anticancer drug, the mathematical models are nowadays indispensable because of complex immunological mechanisms defying with high experimentation costs as well as a large number of parameters. Based on immunological theories and vision of experimentation data, a simple and sufficient compartment model is designed that can accurately ...
ABAZAR ARABAMERI +2 more
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Mathematical modelling of dendritic complexity mechanism in Alzheimer’s disease
AIP Conference Proceedings, 2023Rashmi Kumari +2 more
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Kybernetik, 1972
A mathematical model of a neuron was developed to investigate the effects of various spatio-temporal patterns of miniature dendritic input potentials on neuronal somatic potentials. The model treats spatio-temporal dendritic activation patterns as the input or forcing function in the non-homogeneous cable equation.
G M, Barnwell, B J, Cerimele
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A mathematical model of a neuron was developed to investigate the effects of various spatio-temporal patterns of miniature dendritic input potentials on neuronal somatic potentials. The model treats spatio-temporal dendritic activation patterns as the input or forcing function in the non-homogeneous cable equation.
G M, Barnwell, B J, Cerimele
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Towards a Mathematical Theory of DS Computation in SAC Dendrites
In this presentation, the authors begin with a discussion of dendritic Direction Selectivity (DS) based on a paper by Koren et. al. and then move on to suggesting the possibility of a mathematical theory of direction selectivity.openaire +1 more source
Long-term potentiation and mathematical analysis of electrical models of dendritic spines
2009Dendritic spines are small evaginations of the dendrites of neurons first discovered late in the 19th century. Since their discovery, many theories have been put forth to explain the physiological role of the spine. However, only recently with the advent of new laboratory technology has data been available to test the various theories put forward.
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[The synthesis of mathematical models of the branched axons and dendrites].
Neirofiziologiia = Neurophysiology, 1989A mathematical apparatus of computer modelling was elaborated reflecting more completely the real morphological and electrophysiological features of axons and dendrites without restrictions and simplifications which were typical of the existing models of these structures.
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