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arXiv 2601.22331cs.LGstat.CO

通过批次依赖核和自适应采样实现细胞染色的可扩展批校正

Scalable Batch Correction for Cell Painting via Batch-Dependent Kernels and Adaptive Sampling

University of Illinois Urbana-Champaign(伊利诺伊大学厄巴纳-香槟分校)

Aditya Narayan Ravi, Snehal Vadvalkar, Abhishek Pandey, Ilan Shomorony

AI总结:

BALANS通过局部亲和力和自适应采样实现细胞染色数据的高效批次校正,提升大规模数据处理效率并保持校正质量。

摘要:

细胞染色是一种基于显微镜的高内涵成像检测方法,能够产生丰富的细胞形态谱,并可通过量化细胞对化学扰动的响应来支持药物发现。然而,随着规模扩大,细胞染色数据受到实验室、仪器和协议差异引起的批次效应强烈影响,这会掩盖生物信号。我们提出了BALANS(通过局部亲和力和子采样进行批次对齐),一种可扩展的批次校正方法,通过从成对距离构建平滑的亲和矩阵来对齐跨批次的样本。给定n个数据点,BALANS通过两种方法构建稀疏的亲和矩阵A∈R^{n×n}。(i) 对于点i和j,它使用j所在批次中i到第k个最近邻的距离设置局部尺度,然后通过由这些批次感知的局部尺度校准的高斯核计算A_{ij}。(ii) 与其形成所有n²个条目不同,BALANS使用自适应采样程序,优先选择累积邻居覆盖低的行,并仅保留每行最强的亲和力,从而得到一个稀疏但信息丰富的A的近似值。我们证明这种采样策略在样本复杂度上是顺序最优的,并提供了近似保证,我们还证明BALANS在n上几乎线性时间内运行。在多样化的现实世界细胞染色数据集和受控的大规模合成基准测试中,实验表明BALANS能够扩展到大规模集合,同时在不牺牲校正质量的情况下,比广泛使用的批次校正方法的原生实现提高了运行时间。

英文摘要:

Cell Painting is a microscopy-based, high-content imaging assay that produces rich morphological profiles of cells and can support drug discovery by quantifying cellular responses to chemical perturbations. At scale, however, Cell Painting data is strongly affected by batch effects arising from differences in laboratories, instruments, and protocols, which can obscure biological signal. We present BALANS (Batch Alignment via Local Affinities and Subsampling), a scalable batch-correction method that aligns samples across batches by constructing a smoothed affinity matrix from pairwise distances. Given $n$ data points, BALANS builds a sparse affinity matrix $A \in \mathbb{R}^{n \times n}$ using two ideas. (i) For points $i$ and $j$, it sets a local scale using the distance from $i$ to its $k$-th nearest neighbor within the batch of $j$, then computes $A_{ij}$ via a Gaussian kernel calibrated by these batch-aware local scales. (ii) Rather than forming all $n^2$ entries, BALANS uses an adaptive sampling procedure that prioritizes rows with low cumulative neighbor coverage and retains only the strongest affinities per row, yielding a sparse but informative approximation of $A$. We prove that this sampling strategy is order-optimal in sample complexity and provides an approximation guarantee, and we show that BALANS runs in nearly linear time in $n$. Experiments on diverse real-world Cell Painting datasets and controlled large-scale synthetic benchmarks demonstrate that BALANS scales to large collections while improving runtime over native implementations of widely used batch-correction methods, without sacrificing correction quality.

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