Fields, Geometry and Their Impact on Axon Interaction

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Journal of Applied Mathematics and Physics

ISSN Print: 2327-4352
ISSN Online: 2327-4379
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"Fields, Geometry and Their Impact on Axon Interaction"
written by Aman Chawla, Salvatore Domenic Morgera, Arthur D. Snider,
published by Journal of Applied Mathematics and Physics, Vol.9 No.4, 2021

has been cited by the following article(s):

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[1]	Geometric Relativity of Action Potentials: a Mathematical Approach
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[2]	Axonal Conduction Velocity: A Computer Study
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[3]	Interaction of Metric Perturbations With an Axon Tract: Demonstration of the Strong Wave Curves
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[4]	On the Capacity of an Axon Tract With Random Demyelination
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[5]	On the Irrelevance of Angular Geometry for Very Large Tracts
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[6]	Distributed Control of Axonal Conduction: a Proposal
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[7]	Thoughts on Some Connections Between General Relativity and the Knowledge of Observers
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[8]	Neuro-inspired Quantum Nets: a Proposal
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[9]	A Joint View of Computation and Learning
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[10]	Geometric Application of Bell's Perturbative Theorems
	2024

[11]	Impact of the Expansion of the Universe on Tract Information Processing
	2023

[12]	Signal Detection and Integration Theory: a Gedanken Experiment
	2023

[13]	Infant Numerical Cognition and Ephaptic Synchronization
	2023

[14]	A Note on the Origin and Fate of Consciousness
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[15]	On General Nonlinearities in Ephaptic Coupling
	2023

[16]	On a Unification Problem in Mathematical Neuroscience
	2023

[17]	A Study of Compound Action Potentials in Current-Coupled Tracts of Identical Axons
	2023

[18]	A Study of Compound Action Potentials in Current-Coupled Tracts: the General Case
	2023

[19]	The Axon Tract as a Transducer: Simulation of Gravitational Waves Coupling With an Ion at the Node of Ranvier
	2023

[20]	A Mathematical Model for the Vector Ephaptic Perceptron
	2022

[21]	On the Geometry of Interacting Axon Tracts in Relation to Their Functional Properties
	bioRxiv, 2022

[22]	Computer study of metric perturbations impinging on coupled axon tracts
	bioRxiv, 2022

[23]	Towards an in-Silico Study of Sternarchus


[24]	MODEL PROBLEMS IN EPHAPTIC INTERACTION

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