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Weixuan Li

Weixuan Li appears in the imported research catalog. Authorship, coauthor and topic links are available while profile ownership is still unclaimed.

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Published work

2 published item(s)

preprint2026arXiv

TopoMamba: Topology-Aware Scanning and Fusion for Segmenting Heterogeneous Medical Visual Media

Visual state-space models (SSMs) have shown strong potential for medical image segmentation, yet their effectiveness is often limited by two practical issues: axis-biased scan ordering weakens the modeling of oblique and curved structures, and naive multi-branch fusion tends to amplify redundant responses. We present TopoMamba, a topology-aware scan-and-fuse framework for segmenting heterogeneous medical visual media. The method combines a diagonal/anti-diagonal TopoA-Scan branch with the standard Cross-Scan branch to provide complementary structural priors, and introduces ScanCache, a device-aware caching mechanism that amortizes explicit scan-index construction across recurring resolutions. To fuse heterogeneous scan features efficiently, we further propose a lightweight HSIC Gate that regulates branch interaction using a dependence-aware scalar gating rule. We also instantiate a volumetric TopoMamba-3D for practical 3D clinical segmentation. Experiments on Synapse CT, ISIC 2017 dermoscopy, and CVC-ClinicDB endoscopy show that TopoMamba consistently improves segmentation quality over strong CNN, Transformer, and SSM baselines, with particularly clear gains on thin or curved targets such as the pancreas and gallbladder, while maintaining favorable deployment efficiency under dynamic input resolutions. These results suggest that topology-aware scan ordering and lightweight dependence-aware fusion form an effective and practical design for medical multimedia segmentation. The code will be made publicly available.

preprint2015arXiv

An Inverse Gaussian Process Monte Carlo algorithm for estimation and uncertainty assessment of hydrologic model parameters

Solving hydrologic inverse problems usually requires repetitive forward simulations. One approach to mitigate the computational cost is to build a surrogate model, i.e., an approximate mapping from model parameters (input) to observable quantities (output), so the forward simulations can be done quickly. Alternatively, if the surrogate is constructed to approximate the inverse mapping from model outputs to parameters, the parameter estimates can be obtained directly by treating measurements as inputs to this inverse surrogate. Moreover, the uncertainties of parameters can be quantified by propagating the measurement uncertainties in a straightforward Monte Carlo manner. Based on this idea, we proposed a novel surrogate-based approach for parameter estimation and uncertainty assessment, i.e., the Inverse Gaussian Process Monte Carlo (IGPMC) algorithm. The Gaussian Process (GP) regression is used to directly approximate the inverse function of the model output-input relationship. For ill-posed problems, i.e., when there exist non-unique sets of input parameters that all produce an identical system output, multiple inverse GP systems are constructed and multiple parameter estimates can be obtained accordingly. The accuracy and efficiency of this IGPMC algorithm were demonstrated through four numerical case studies. Results obtained from the Markov Chain Monte Carlo (MCMC) are used as references to assess our new proposed method. It was shown that, the IGPMC algorithm can generally obtain reliable parameter estimates with an affordable computational cost.