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Conflict-Aware Additive Guidance for Flow Models under Compositional Rewards

Xuehui Yu, Fucheng Cai, Meiyi Wang, Xiaopeng Fan, Harold Soh

May 20, 2026arXiv:2605.20758v1
cs.AIcs.CVcs.LGcs.RO
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Scorecard· 5/16
7.5/10 impact

Abstract

Inference-time guided sampling steers state-of-the-art diffusion and flow models without fine-tuning by interpreting the generation process as a controllable trajectory. This provides a simple and flexible way to inject external constraints (e.g., cost functions or pre-trained verifiers) for controlled generation. However, existing methods often fail when composing multiple constraints simultaneously, which leads to deviations from the true data manifold. In this work, we identify root causes of this off-manifold drift and find that the approximation error scales severely with gradient misalignment. Building on these findings, we propose Conflict-Aware Additive Guidance (gcarg^\text{car}), a lightweight and learnable method, which actively rectifies off-manifold drift by dynamically detecting and resolving gradient conflicts. We validate gcarg^\text{car} across diverse domains, ranging from synthetic datasets and image editing to generative decision-making for planning and control. Our results demonstrate that gcarg^\text{car} effectively rectifies off-manifold drift, surpassing baselines in generation fidelity while using light compute. Code is available at https://github.com/yuxuehui/CAR-guidance.

AI Impact Assessments

(1 model)

Scientific Impact Assessment: Conflict-Aware Additive Guidance for Flow Models under Compositional Rewards

1. Core Contribution

This paper tackles a well-defined and practically important problem: when steering pre-trained flow models at inference time using multiple reward functions simultaneously, approximate guidance methods suffer from off-manifold drift due to gradient conflicts between competing objectives. The authors make two main contributions:

Theoretical: They derive an upper bound on the approximation error of guided sampling (Theorem 4.2), decomposing it into three interpretable terms: coupling shift error, gradient misalignment error, and localized approximation error. The key insight is that error scales with G(G-1) and (1-cos φ), where G is the number of rewards and φ captures angular divergence between guidance gradients.

Methodological: They propose CAR guidance (g^car), which dynamically blends approximate guidance with a learned value-gradient correction, gated by a conflict-aware weight that activates only in regions of significant gradient misalignment. The learned component uses Terminal Value Regression (TVR), which avoids bootstrapping instability by regressing directly against terminal rewards — a clean insight enabled by the deterministic nature of flow ODEs.

2. Methodological Rigor

Theoretical analysis is well-structured. The three-term decomposition provides clear intuition, and the connection between gradient misalignment and "energy traps" (spurious local minima from destructive gradient interference) is geometrically compelling. The energy dissipation framework (Definition B.2) provides a clean characterization of when and why approximate guidance fails. However, some assumptions (e.g., ∥g_j^CI∥ ≈ μ for all j) are strong and may not hold in practice.

Experimental evaluation is thorough and spans diverse domains: 2D synthetic benchmarks (where ground truth is available), Maze2D planning, ManiSkill2 robotic manipulation (3D point clouds), and CelebA-HQ image editing. This breadth is a strength. The synthetic experiments provide clear visualization of the failure mode (energy traps) and the correction mechanism. The inclusion of ablation studies on components (g_ψ vs. w_t), parameterization choices (scalar V vs. vector field), and the conflict threshold τ adds credibility.

Weaknesses in rigor: The comparison with GLASS-FKS may not be entirely fair — different base models and reward compositions are acknowledged. The paper reports means and standard deviations across 5 seeds, which is reasonable but not extensive. Some experimental settings (e.g., ManiSkill2 with only 100 demonstrations) are relatively small-scale.

3. Potential Impact

The paper addresses a genuine bottleneck in deploying generative models with heterogeneous runtime constraints. The practical impact is potentially significant across several domains:

  • Robotic planning/control: The ManiSkill2 results (success rate from 9% to 61% under hybrid constraints; violation rate reduction by 78%) are compelling for real-world deployment where safety constraints must be satisfied alongside task objectives.
  • Image generation/editing: The approach improves identity preservation by 25.4% while maintaining text-image alignment, addressing a common failure mode in compositional editing.
  • General inference-time alignment: The method is lightweight (only ~10% inference overhead over approximate guidance) and model-agnostic, making it broadly applicable.
  • The insight that gradient conflict detection can be cheaply computed and used to gate corrections is elegant and could influence how future guidance methods are designed. The TVR training procedure is also a clean contribution that others could adopt independently.

    4. Timeliness & Relevance

    This work is highly timely. Flow matching and rectified flows are rapidly becoming the dominant paradigm for generative modeling, and inference-time steering is increasingly important as models scale. The compositional constraint setting is practically motivated — real-world applications rarely involve a single objective. The paper sits at the intersection of generative modeling, optimal transport theory, and multi-objective optimization, connecting these communities.

    The positioning between approximate and exact guidance methods (Figure 7) is clear and fills a genuine gap. The connection to the "deadly triad" in RL and the proposed TVR solution demonstrates thoughtful cross-pollination of ideas.

    5. Strengths & Limitations

    Key Strengths:

  • Clean theoretical framework with actionable insights (error scales with G(G-1)(1-cos φ))
  • Principled mechanism design: conflict-aware gating is well-motivated by theory
  • Diverse experimental validation across genuinely different domains
  • Lightweight: small compute overhead, few training steps (4-8 for planning, 30 for image editing)
  • Code availability and comprehensive appendix with implementation details
  • TVR elegantly avoids bootstrapping instability by exploiting deterministic flow dynamics
  • Notable Limitations:

  • The CLIP reward in image editing is acknowledged as non-smooth, causing training instability for g_ψ — this limits the method's applicability to tasks with well-behaved reward landscapes
  • The conflict threshold τ requires task-specific tuning (0.5 for synthetic, 0.2 for real-world)
  • The method requires online rollouts for training g_ψ, introducing a setup phase (10-20 minutes for planning/manipulation)
  • Scalability to very high-dimensional spaces or many (>3) simultaneous constraints is not demonstrated
  • The comparison against PCGrad somewhat understates the contribution — PCGrad was designed for multi-task training, not inference-time guidance, so its failure is somewhat expected
  • The theoretical bound, while insightful, is an upper bound with constants that are hard to estimate in practice
  • Minor observations: The paper is well-written with effective visualizations. The "energy trap" concept is intuitive and well-illustrated. The positioning as "between approximate and exact guidance" is honest and accurate.

    Rating:7.3/ 10
    Significance 7.5Rigor 7Novelty 7Clarity 8

    Generated May 21, 2026

    Comparison History (28)

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