paper-with-me

홈 › Papers

Aligned Manifold Property and Topology Point Clouds for Learning Molecular Properties

2025-07-22 · Alexander Mihalcea

Machine learning models for molecular property prediction generally rely on representations -- such as SMILES strings and molecular graphs -- that overlook the surface-local phenomena driving intermolecular behavior. 3D-based approaches often reduce surface detail or require computationally expensive SE(3)-equivariant architectures to manage spatial variance. To overcome these limitations, this work introduces AMPTCR (Aligned Manifold Property and Topology Cloud Representation), a molecular surface representation that combines local quantum-derived scalar fields and custom topological descriptors within an aligned point cloud format. Each surface point includes a chemically meaningful scalar, geodesically derived topology vectors, and coordinates transformed into a canonical reference frame, enabling efficient learning with conventional SE(3)-sensitive architectures. AMPTCR is evaluated using a DGCNN framework on two tasks: molecular weight and bacterial growth inhibition. For molecular weight, results confirm that AMPTCR encodes physically meaningful data, with a validation R^2 of 0.87. In the bacterial inhibition task, AMPTCR enables both classification and direct regression of E. coli inhibition values using Dual Fukui functions as the electronic descriptor and Morgan Fingerprints as auxiliary data, achieving an ROC AUC of 0.912 on the classification task, and an R^2 of 0.54 on the regression task. These results help demonstrate that AMPTCR offers a compact, expressive, and architecture-agnostic representation for modeling surface-mediated molecular properties.

📄 PDF Abstract BibTeX arXiv:2507.16223

Code (0)

등록된 구현이 없습니다.

Similar Papers 제목 키워드 기반

Voronoi-Assisted Diffusion for Computing Unsigned Distance Fields from Unoriented Points

2025-10-14 · Jiayi Kong, Chen Zong, Junkai Deng, Xuhui Chen 외 arxiv

Unsigned Distance Fields (UDFs) provide a flexible representation for 3D shapes with arbitrary topology, including open and closed surfaces, orientable and non-orientable geometries, and non-manifold structures. While re…

Point Clouds

LAKe-Net: Topology-Aware Point Cloud Completion by Localizing Aligned Keypoints

2022-03-31 · CVPR 2022 1 · Junshu Tang, Zhijun Gong, Ran Yi, Yuan Xie 외

Point cloud completion aims at completing geometric and topological shapes from a partial observation. However, some topology of the original shape is missing, existing methods directly predict the location of complete p…

Point Cloud Completion

Flattening-Net: Deep Regular 2D Representation for 3D Point Cloud Analysis

2022-12-17 · Qijian Zhang, Junhui Hou, Yue Qian, Yiming Zeng 외

Point clouds are characterized by irregularity and unstructuredness, which pose challenges in efficient data exploitation and discriminative feature extraction. In this paper, we present an unsupervised deep neural archi…

Reconstructing Thin Structures of Manifold Surfaces by Integrating Spatial Curves

2018-06-01 · CVPR 2018 6 · Shiwei Li, Yao Yao, Tian Fang, Long Quan

The manifold surface reconstruction in multi-view stereo often fails in retaining thin structures due to incomplete and noisy reconstructed point clouds. In this paper, we address this problem by leveraging spatial curve…

Surface Reconstruction

Continuum Limits of Ollivier's Ricci Curvature on data clouds: pointwise consistency and global lower bounds

2023-07-05 · Nicolas Garcia Trillos, Melanie Weber

Let $M$ denote a low-dimensional manifold embedded in Euclidean space and let ${X}= \{ x_1, \dots, x_n \}$ be a collection of points uniformly sampled from it. We study the relationship between the curvature of a random …