Estimating the 3D poses of hands and objects from a single RGB image is a fundamental yet challenging problem, with broad applications in augmented reality and human-computer interaction. Existing methods largely rely on visual cues alone, often producing results that violate physical constraints such as interpenetration or non-contact. Recent efforts to incorporate physics reasoning typically depend on post-optimization or non-differentiable physics engines, which compromise visual consistency and end-to-end trainability. To overcome these limitations, we propose a novel framework that jointly integrates visual and physical cues for hand-object pose estimation. This integration is achieved through two key ideas: 1) joint visual-physical cue learning: The model is trained to extract 2D visual cues and 3D physical cues, thereby enabling more comprehensive representation learning for hand-object interactions; 2) candidate pose aggregation: A novel refinement process that aggregates multiple diffusion-generated candidate poses by leveraging both visual and physical predictions, yielding a final estimate that is visually consistent and physically plausible. Extensive experiments demonstrate that our method significantly outperforms existing state-of-the-art approaches in both pose accuracy and physical plausibility.

Perspective- $n$ -point is a fundamental problem in multi-view geometry, yet two critical challenges persist: 1) The issues of high outlier rate and near degenerate cases exert a substantial impact on the robustness of existing P $n$ P methods. In the worst-case where both issues are in presence, existing methods tend to either produce erroneous results or become computationally prohibitive. 2) Conventionally, the hypothetical pose with the maximum inlier-set is assumed to be correct. However, it remains unclear whether this assumption holds when the outlier rate approaches ultra-high levels, and along this line what is the maximum amount of outliers that can be robustly handled. To address these challenges, this paper proposes a novel Hough voting based 2-point RANSAC solution. To our knowledge, it is the first P $n$ P solution capable of accurately and efficiently handling high outlier rates in near-degenerate cases. Extensive empirical evaluations have been conducted using the proposed approach, with a particular focus on a systematic examination under ultra-high outlier rates. The results show that, on random synthetic data, our approach works robustly even when dealing with up to 99% outliers. Meanwhile on real-world datasets, the maximum inlier-set assumption oftentimes fails when the outlier rate exceeds 97%, as the incorrect hypothetical poses may yield more inliers than the ground-truths. Our dataset and source code are to be made available at https://github.com/xuchi7/RPnP_plusplus.