Laure Ciernik
lciernik.bsky.social
Laure Ciernik
@lciernik.bsky.social
PhD @ ML Group TU Berlin, BIFOLD, HFA, @ellis.eu | BSc & MSc @ethzurich.bsky.social
I am deeply grateful to @lorenzlinhardt.bsky.social, Marco Morik, Jonas Dippel, Simon Kornblith, and @lukasmut.bsky.social for their great work and support in this project! We also thank our collaborators, @bifold.berlin and HFA 7/7
📄Paper: arxiv.org/abs/2411.05561
💻Code: github.com/lciernik/sim...
Objective drives the consistency of representational similarity across datasets
The Platonic Representation Hypothesis claims that recent foundation models are converging to a shared representation space as a function of their downstream task performance, irrespective of the obje...
arxiv.org
June 6, 2025 at 2:14 PM
2nd key insight: The link between model similarity & behavior varies by dataset. Single-domain sets show strong correlations, while some multi-domain ones have high-performing, dissimilar models. Thus, the Platonic Representation Hypothesis may depend on the dataset's nature. 🧵 6/7
June 6, 2025 at 2:14 PM
Key finding: Training objective is a crucial factor for similarity consistency! SSL models show remarkably consistent representations across stimulus sets compared to image-text and supervised models, which show high variance in their consistency due to dataset dependence. 🧵 5/7
June 6, 2025 at 2:14 PM
Thus, we suggest a framework to systematically study if relative representational similarities between models remain consistent. We measure similarities between sets of models with different traits and their correlation across dataset pairs to assess stability across stimuli. 🧵4/7
June 6, 2025 at 2:14 PM
First finding: Representational similarities do not transfer directly across datasets, showing high variability across datasets, such as different ranges and patterns. 🧵 3/7
June 6, 2025 at 2:14 PM
The Platonic Rep. Hypothesis @phillipisola.bsky.social et al. suggests foundation models converge to a shared representation space. Yet, most studies consider single datasets when measuring representational similarity. Thus, we were wondering: Does this convergence hold more broadly? 🧵 2/7
June 6, 2025 at 2:14 PM