Aug 2026· Proceedings of the 32nd ACM SIGKDD Conference on Knowledge Discovery and Data Mining V.2· pp. 11351-11362· 1 citation· 64 references
TL;DR
UniPath is proposed, a novel framework based on Learnable-Time Flow Matching that unifies crystal structure and energy prediction within a single probability path, and theoretically proves that under optimal velocity fields, these paths converge to a consistent trajectory.
Abstract
Crystals are cornerstone materials for semiconductors and renewable energy, yet their discovery is hindered by the prohibitive cost of Density Functional Theory (DFT). While geometric graph neural networks have advanced Crystal Structure Prediction (CSP) and energy estimation, existing methods treat these tasks as disparate problems with task-specific architectures, failing to exploit cross-task synergies. In this paper, we propose UniPath, a novel framework based on Learnable-Time Flow Matching that unifies crystal structure and energy prediction within a single probability path. Our key insight is modeling unstable crystals as an intermediate state along the probability path from a prior to the stable distribution. We introduce two pivotal mechanisms: (1) a learnable time parameter that dynamically identifies the intermediate state, and (2) an auxiliary velocity field that parameterizes tailored flows to synchronize the intermediate and unstable distributions. We theoretically prove that under optimal velocity fields, these paths converge to a consistent trajectory, enabling a unified backbone to maximize shared representation learning capabilities. Extensive evaluations on CSP and energy prediction benchmarks demonstrate that UniPath significantly outperforms task-specific baselines. Notably, UniPath achieves over 50% higher Match Rate on MPTS-52 and over 30% lower energy MAE on MPT-MPTS-52. Furthermore, UniPath generalizes effectively to small molecules, surpassing conventional models in molecular conformation generation. The source code is publicly available at https://github.com/GLAD-RUC/UniPath.
Crystal structure prediction (CSP) is fundamental to computational materials discovery. Generative models including CDVAE, DiffCSP, FlowMM, and CrystalFlow learn stable-crystal distributions directly, but diffusion and flow-matching inference requires tens to thousands of sequential network evaluations per candidate. W...
Sourin Dey, Dipannoy Das Gupta, Wei Lai et al.· 1 citation
Predicting macroscopic properties of crystalline materials from atomic structure remains a central challenge in computational materials science. We introduce Pformer, a modular crystal representation framework built around a Fourier-inspired source encoder. The source model is trained by supervised scalar-property regr...
We present a transferable graph neural network (GNN) surrogate framework for molecular dynamics (MD) that directly predicts atomic displacements and propagates atomistic configurations without explicit force evaluation or numerical time integration. The central objective of this work is to establish whether a common GN...
J. Immanuel, A. Mahata, Aniruddha Maiti· 0 citations
A deep-learning-enabled dual-mode CSP framework that simultaneously supports two complementary tasks: predicting stable crystal structures for given elemental compositions and identifying chemically viable elemental substitutions for a predefined crystal topology is proposed.
Chen Qin, Xiang-Yan Luo, Zhi-Xiang Fan et al.· Inorganic Chemistry· 0 citations
Present generative CSP models function largely as implicit, softer-edged prototype libraries rather than genuinely de novo predictors, and enlarging this residual capacity, rather than aggregate match rate alone, is the central open problem.
Lai Wei, Rong-Zhi Dong, Ying Feng et al.· 1 citation
OrbFlow is developed, an $\mathrm{SE}(3)$-equivariant generative model that predicts Gaussian-type orbital (GTO) coefficients via flow matching that retains the efficiency of a compact atom-centered basis while replacing pointwise regression with a learned probability path over the full coefficient space.
Chen-Xing Liang, Cheng-Dong Wang, Yu-Ching Lin et al.· 0 citations
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