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Bibliographic Details
Main Author: Cidad, Sue
Format: Recurso digital
Language:English
Published: Zenodo 2026
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Online Access:https://doi.org/10.5281/zenodo.18674709
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Table of Contents:
  • <p>Across the last four decades, several well-documented failures in biological and food-related systems<br>have demonstrated a recurring pattern: regulatory frameworks tend to respond to harm rather<br>than anticipate it (Renn, 2008; Hutter, 2011). These events are not isolated incidents but manifestations<br>of structural characteristics inherent to complex supply chains, high-throughput environments,<br>and legacy assumptions about biological safety. Their significance lies not in emotive<br>impact but in analytical value. They provide a factual basis for understanding how systems behave<br>under pressure, how risk is distributed, and how oversight mechanisms adapt only after critical<br>thresholds are crossed (European Commission, 2012; WOAH, 2019).</p> <p>Neural systems operate across multiple spatial and temporal scales, from ion channel kinetics to<br>large-scale network dynamics. Physical constraints such as conduction velocity, metabolic cost,<br>and noise propagation shape the fidelity of information transfer (Koch et al., 2016). In engineered<br>systems, these constraints are explicitly modelled; in biological systems, they must be inferred<br>from observation (Dehaene & Changeux, 2011). When signals traverse multiple layers of organisation,<br>small discrepancies can accumulate, producing emergent behaviours that are not predictable<br>from lower-level components alone (Deco et al., 2011). This multiscale complexity limits the extent<br>to which observations in one system can be directly extrapolated to another without accounting<br>for structural differences (Krakauer et al., 2017).<br>3.2 Species-Specific Architectures and Model Divergence<br>Although many species share conserved molecular and cellular mechanisms, their neural architectures<br>diverge significantly at the level of network organisation, cortical expansion, and integrative<br>capacity (Feinberg & Mallatt, 2013). These differences influence how information is processed,<br>how uncertainty is resolved, and how behaviour emerges from neural activity (Seth, 2009). From a<br>neuroengineering perspective, two systems with similar components can exhibit markedly different<br>functional properties if their architectures differ (Friston, 2010). This principle is well established<br>in control theory and systems engineering, where topology and feedback structure determine system<br>behaviour more strongly than individual components.<br>3.3 Constraints on Translational Inference<br>Translational inference relies on the assumption that findings in one biological system can inform<br>understanding of another. Physics and engineering highlight the limitations of this assumption<br>(Ioannidis, 2005). Systems with different boundary conditions, feedback loops, or scaling properties<br>can respond differently to identical perturbations (Macleod et al., 2015). In neural systems,<br>small variations in connectivity, receptor distribution, or developmental trajectory can produce divergent<br>outcomes (Pasca, 2018). These constraints do not imply incompatibility between species,<br>but they underscore the need for caution when interpreting results across systems with distinct<br>physical and computational architectures (Krakauer et al., 2017).<br>3.4 Energetic and Thermodynamic Considerations<br>Neural activity is constrained by energetic availability and thermodynamic efficiency. The human<br>brain, for example, operates near the limits of metabolic capacity, with a high proportion of energy<br>devoted to maintaining resting potentials and supporting long-range communication (Koch et al.,<br>2016). Variations in brain size, cortical folding, and metabolic allocation across species influence<br>5 the energetic landscape in which neural computation occurs (Feinberg & Mallatt, 2013). From a<br>physical standpoint, systems with different energy budgets and thermodynamic constraints cannot<br>be assumed to implement equivalent computational strategies, even when they share homologous<br>structures (Friston, 2010).</p>