claim
active
claim:task-balancing-requires-simultaneous-consideration-of-both-loss-scales-and-gradient-magnitudesTask balancing requires simultaneous consideration of both loss scales and gradient magnitudes
Core interpretive position of DB-MTL: complementarity of loss and gradient perspectives
Source paper
extracted_from(2023) · Baijiong Lin · Weisen Jiang · Feiyang Ye · Yu Zhang +5
Neighborhood — ranked by edge-count
Findings (1)
finding
- DB-MTL achieves ∆p = +1.15±0.16 on NYUv2, outperforming all baselines including state-of-the-artsupportsPrimary empirical validation on scene understanding task
Communities (3)
community
- Dual-balancing multi-task learningmembers_ofDB-MTL jointly balances loss scale and gradient magnitude, benchmarked on NYUv2 and Office-31.
- Dual balancing multi-task learningmembers_ofDB-MTL combines loss-scale and gradient-magnitude balancing, benchmarked across NYUv2, Cityscapes, QM9, and Office datasets.
- Multi-task learning gradient balancingmembers_ofMethods addressing loss-scale and gradient-magnitude imbalances in multi-task learning, with DB-MTL achieving state-of-the-art results on dense prediction benchmarks like NYUv2.
Related by similarity (8)
cosine ≥ 0.65 · no typed edgeEntities in the same semantic neighborhood but without a typed relation to this one — candidates for new edges or unrecognized duplicates.
- Ablation conclusion.
- Concise summary of the DB-MTL method from the abstract.
- Setting aggregated gradient scaling factor to maximum gradient norm performs best for task balancingclaim0.807Empirical finding on choice of αk in gradient normalization strategy
- Motivation for the proposed method.
- Addressing disparity in gradient magnitudes across tasks at the gradient level
- When task gradient norms differ greatly, large-norm tasks have not converged while small-norm tasks have nearly convergedhypothesis0.788Motivates setting αk = max norm to enable further learning on under-converged tasks
- Addressing disparity in loss magnitudes across tasks at the loss level
- Advantage over GradNorm.