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Fri, 18. Sep at 16:00
ZIB, Room 4027 (R...
A Free Lunch in LLM Compression: Revisiting Retraining after Pruning
Abstract. Post-training pruning removes weights from a trained language model to cut inference cost, but the pruned model loses quality unless the remaining weights are adapted. For decades the standard answer was to prune and then retrain. However, for large language models (LLMs), retraining was declared infeasible, and the field responded with developing ever more elaborate rules for choosing which weights to remove so that no adaptation is needed afterwards. We argue that post-pruning adaptation is still feasible in the era of LLMs. We revisit local reconstruction: after pruning with a fixed mask, one submodel at a time is adapted on a few hundred calibration sequences to match the intermediate activations of the dense model. Across four model families from 0.5B to 72B parameters, we establish three findings. First, local reconstruction matches LoRA-style retraining in perplexity and zero-shot accuracy while using 64 times fewer samples and up to 130 times less compute, and it fits a 32B model on a single 80 GB GPU. Second, the size of the reconstructed submodel, from half a transformer block to a quarter of the network, has almost no effect on final quality, while peak memory varies by hundreds of gigabytes. The one exception is per-matrix reconstruction, the formulation most widely used in the literature, which consistently underperforms. We trace this failure to compositional error accumulation and show that including a single nonlinearity in the reconstructed submodel is what removes it. Third, once reconstruction is applied, the gap between sophisticated pruning criteria and plain magnitude pruning shrinks with model scale and essentially vanishes above 30B parameters. Part of what sophisticated criteria bought was compensation for a missing adaptation step. Together, these results establish local reconstruction as a practical default for post-pruning adaptation at LLM scale and shift the central question of LLM pruning from which weights to remove to how to adapt the ones that remain.
Sat, 03. Oct
German Unity Day
Wed, 07. Oct at 16:30
IMoS 3003
Wed, 14. Oct at 10:00
Weierstrass-Insti...
Wed, 14. Oct at 11:30
WIAS-406
Wed, 14. Oct at 14:15
WIAS, Erhard-Schm...
Wed, 14. Oct at 16:30
IMoS 3003
Thu, 15. Oct at 14:00
SR 115, Arnimallee 3
Organisatorial meeting: Overview and distribution of talks
Tue, 20. Oct at 13:15
Room 3.007, Rudow...
Wed, 21. Oct at 10:00
Weierstrass-Insti...
Wed, 28. Oct
Room 3.007, Rudow...
Wed, 28. Oct at 10:00
Weierstrass-Insti...
Wed, 28. Oct at 11:30
WIAS-406
Tue, 03. Nov at 11:15
1.023 (BMS Room, ...
Refining Witten-Kontsevich
Abstract. The moduli space of metric Möbius graphs, which are non-orientable ribbon graphs, has one component homeomorphic to the moduli space of Riemann surfaces and another component homeomorphic to the moduli space of Klein surfaces. I'll discuss a lattice point count on this moduli space, weighted by a polynomial in b known as the measure of non-orientability. This "refined" lattice point count satisfies a refined version of Norbury's recursion for the count of lattice points on the moduli space of curves. Consequently, we obtain a recursion for the volumes of these moduli spaces that reduces to the Witten-Kontsevich recursion when b=0.
Tue, 03. Nov at 13:15
Room 3.007, Rudow...
Wed, 04. Nov at 10:00
Weierstrass-Insti...
Wed, 04. Nov at 14:15
R. 405/406
Tue, 10. Nov at 13:15
Room 3.007, Rudow...
Wed, 11. Nov at 10:00
Weierstrass-Insti...
Wed, 18. Nov at 10:00
Weierstrass-Insti...
Wed, 18. Nov at 11:30
WIAS-406
Wed, 18. Nov at 14:15
WIAS, Erhard-Schm...
Perturbed minimizing movements of time-dependent functionals on metric spaces
Abstract
Tue, 24. Nov at 13:15
Room 3.007, Rudow...
Wed, 25. Nov at 10:00
Weierstrass-Insti...
Wed, 02. Dec at 10:00
Weierstrass-Insti...
Fri, 04. Dec at 14:30
Hamburg
Abstract
Fri, 04. Dec at 16:00
Hamburg
Abstract
Tue, 08. Dec at 11:15
1.023 (BMS Room, ...
Wed, 09. Dec at 10:00
Weierstrass-Insti...
Fri, 25. Dec
Christmas Day
Sat, 26. Dec
St. Stephen's Day
Fri, 01. Jan
New Year's Day
Wed, 06. Jan at 10:00
Weierstrass-Insti...
Wed, 13. Jan at 14:15
WIAS, Erhard-Schm...
Wed, 10. Feb at 10:00
Weierstrass-Insti...
Mon, 08. Mar
International Women's Day (Regional Holiday)
Fri, 26. Mar
Good Friday