Interpreting "Interpretability" and Explaining "Explainability" in Machine Learning in Physics
A new review argues that interpretability and explainability in machine learning for physics are not automatic features but deliberate modeling choices, reframing how scientists should evaluate AI-driven discoveries [1]. The paper, posted on arXiv, draws a sharp distinction between two often-conflated terms. Interpretability is defined as the structural transparency of a model — the ability to understand or approximate its inner workings. Explainability concerns the scientific content of a model — the ability to map it onto domain knowledge [1]. The authors stress that machine-learned models are subject to the same scientific questions as classical models, differing only in scale [1]. This conceptual work lands amid a broader push for algorithmic transparency. The field of explainable AI (XAI) generally aims to provide humans with intellectual oversight over AI algorithms, countering the "black box" tendency of machine learning where even designers cannot explain a specific decision [7]. XAI research explores methods to make reasoning behind predictions more understandable, addressing user requirements to assess safety and scrutinize automated decisions [7]. The review emphasizes that each concept entails a trade-off: interpretability versus expressivity, and explainability versus adaptability [1]. The authors also highlight the importance of task specification and intervention plans as a core aspect of model design [1]. These considerations arrive as machine learning, a field built on statistical algorithms that learn from data and generalize to unseen tasks, becomes deeply embedded in physics research [9]. Other recent theoretical work illustrates the kind of structural analysis the review advocates. One study derived an analytic formula showing that embedding length in contrastive models naturally encodes semantic properties like concept specificity as a byproduct of training, providing a grounded explanation for a previously heuristic observation [3]. Another demonstrated that the effective dynamics of a genetic algorithm follows clipped gradient descent on the loss, with its slowdown controlled not by the number of parameters but by the effective rank of the Hessian — a finding that may explain why such algorithms scale to large search spaces [5]. The review also distinguishes between intrinsic and post-hoc tools available for achieving interpretability and explainability [1]. This framing aligns with the broader XAI goal of enabling users to confirm existing knowledge, challenge it, and generate new assumptions by explaining what has been done and what information actions are based on [7].
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Background sources we checked (8)
- arxiv.org ↗ We describe the Poisson bracket of a Lagrangian field theory expressed in the framework of $L_\infty$ algebras. We show that the recently proposed symplectic structure implies that the associated Poisson bracket can be computed through the Peierls formula. We consider Poisson bra…
- arxiv.org ↗ Contrastive embedding models trained with scale-invariant losses are typically paired with distance metrics like cosine similarity, effectively ignoring embedding magnitudes. However, surprisingly, empirical studies reveal that despite this, these "discarded" norms seem to correl…
- arxiv.org ↗ (abridged) The integrated X-ray luminosity (Lx) of star-forming galaxies is dominated by high-mass X-ray binary (HMXB) populations. The discrete nature of these populations introduces stochastic sampling effects that distort the X-ray Luminosity Function (XLF) and bias observed s…
- arxiv.org ↗ We show that the effective dynamics of the elitist $(1+M)$ genetic algorithm is, in the limit of small mutations, clipped gradient descent on the loss in the presence of anisotropic Gaussian white noise. In expectation, therefore, a simple mutation-selection genetic algorithm fol…
- arxiv.org ↗ We introduce and study peeling and wrapping operations for families of compact convex sets. The two peeling procedures considered in the paper are the $m$-point peeling, obtained by intersecting the convex hulls remaining after all possible deletions of $m$ members of the family,…
- en.wikipedia.org ↗ Within artificial intelligence (AI), explainable AI (XAI), generally overlapping with interpretable AI or explainable machine learning (XML), is a field of research that explores methods that provide humans with the ability of intellectual oversight over AI algorithms. The main f…
- en.wikipedia.org ↗ A Tsetlin machine is an artificial intelligence algorithm based on propositional logic.…
- en.wikipedia.org ↗ Machine learning (ML) is a field of study in artificial intelligence concerned with the development and study of statistical algorithms that can learn from data and generalize to unseen data, and thus perform tasks without being explicitly programmed. Advances in the field of de…