On the relationship of steady states of continuous and discrete models
Alan Veliz-Cuba, Joseph Arthur, Laura Hochstetler, Victoria Klomps,, Erikka Korpi

TL;DR
This paper establishes theoretical links between steady states in continuous and discrete biological models, enhancing understanding of their relationship.
Contribution
It provides new theoretical results connecting steady states across continuous and discrete biological models.
Findings
Theoretical relationship established between steady states
Insights into model equivalence in biological systems
Framework for analyzing steady states across models
Abstract
In this paper we provide theoretical results that relate steady states of continuous and discrete models arising from biology.
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Taxonomy
TopicsGene Regulatory Network Analysis · Mathematical Biology Tumor Growth
