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Delve into the Applicability of Advanced Optimizers for Multi-Task Learning

NeurIPS 2026 · Optimization › Optimizers · approach: Multi-objective gradient methods · 0 citations (OpenAlex)

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Proposes APT, which adds a curvature-driven adaptive momentum coefficient (based on cosine similarity of consecutive MTL gradients) and a light direction preservation aggregation to make advanced optimizers (Adam, Muon) compatible with optimization-based multi-task learning.

Problem

Momentum (EMA) in advanced optimizers such as Adam and Muon dilutes the de-conflicting effect of optimization-based multi-task learning methods, and Muon's orthogonalization requires a high-rank, well-balanced input gradient.

Approach

Set the momentum coefficient per step from the cosine similarity of consecutive MTL gradients (high momentum when curvature is low, low momentum when high), and aggregate task gradients with sigmoid-gated cosine weights to preserve directional diversity as input to Muon's orthogonalization.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: Cityscapes NYUv2 CelebA QM9

Benchmarks: Cityscapes NYUv2 CelebA QM9

Metrics: mean rank (MR) Δm% mIoU pixel accuracy depth error surface normal angle distance MAE

Baselines: LS SI RLW DWA UW MGDA GradDrop PCGrad CAGrad IMTL Nash-MTL FAMO

Builds on: MGDA CAGrad FAMO FairGrad Muon Adam

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