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K. M. Merajul Arefin

Publications and source records attributed to K. M. Merajul Arefin.

2 recordsLinked to original sources

Freezing the Physiological Encoder: Explanation Stability Under Bounded Updates of an ICU Model

Clinical prediction models deployed in intensive care units may require model updating when data distributions shift, yet unconstrained adaptation can alter model behavior in ways that are difficult to audit. We propose a structurally bounded updating framework that separates physiological dynamics from treatment context and restricts post-drift adaptation to the treatment pathway and fusion head, while leaving the physiological encoder unchanged. Rather than assuming that physiological information remains stable, we investigate how this predefined update boundary affects model explanations after distribution shift. Using 84,792 MIMIC-IV ICU stays across four temporal transitions, we compare selective adaptation with full model adaptation under treatment-side distributional and performance drift. Selective adaptation produces more stable physiological attribution ordering than full adaptation, with rank correlation of 0.875 versus 0.812 and top-5 feature agreement of 0.674 versus 0.552, while retrieval stability also improves (Jaccard similarity 0.614 versus 0.517). Importantly, freezing does not make explanations globally invariant; instead, it constrains where model changes can occur, redirecting explanatory changes toward the treatment pathway and fusion component. Predictive performance remains task-dependent, with selective adaptation outperforming full adaptation for some outcomes while showing a slight disadvantage for intubation prediction. These results suggest that explanation behavior after model updating is influenced not simply by whether a component is frozen, but by the structural boundary defining which components are permitted to absorb adaptation. Such predefined boundaries provide a practical basis for auditable and controlled updating of clinical prediction models under distribution shift.

cs.LG↗

An Artificial Bee Colony Based Algorithm for Continuous Distributed Constraint Optimization Problems

Distributed Constraint Optimization Problems (DCOPs) are a frequently used framework in which a set of independent agents choose values from their respective discrete domains to maximize their utility. Although this formulation is typically appropriate, there are a number of real-world applications in which the decision variables are continuous-valued and the constraints are represented in functional form. To address this, Continuous Distributed Constraint Optimization Problems (C-DCOPs), an extension of the DCOPs paradigm, have recently grown the interest of the multi-agent systems field. To date, among different approaches, population-based algorithms are shown to be most effective for solving C-DCOPs. Considering the potential of population-based approaches, we propose a new C-DCOPs solver inspired by a well-known population-based algorithm Artificial Bee Colony (ABC). Additionally, we provide a new exploration method that aids in the further improvement of the algorithm's solution quality. Finally, We theoretically prove that our approach is an anytime algorithm and empirically show it produces significantly better results than the state-of-the-art C-DCOPs algorithms.

cs.MA↗