activity
20182023
most citedLocal Intensity Order Transformation for Robust Curvilinear Object Segmentation

68 citations · 84 across the 6 of their papers we have counts for

collaborators

6 papers

cs.CV2023

FreeCOS: Self-Supervised Learning from Fractals and Unlabeled Images for Curvilinear Object Segmentation

Tianyi Shi, Xiaohuan Ding, Liang Zhang +1

Curvilinear object segmentation is critical for many applications. However, manually annotating curvilinear objects is very time-consuming and error-prone, yielding insufficiently…

cs.CV2022★ 2 cited

Affinity Feature Strengthening for Accurate, Complete and Robust Vessel Segmentation

Tianyi Shi, Xiaohuan Ding, Wei Zhou +4

Vessel segmentation is crucial in many medical image applications, such as detecting coronary stenoses, retinal vessel diseases and brain aneurysms. However, achieving high pixel-w…

math.NA2022★ 12 cited

Learning Green's functions associated with time-dependent partial differential equations

Nicolas Boullé, Seick Kim, Tianyi Shi +1

Neural operators are a popular technique in scientific machine learning to learn a mathematical model of the behavior of unknown physical systems from data. Neural operators are es…

eess.IV2022★ 68 cited

Local Intensity Order Transformation for Robust Curvilinear Object Segmentation

Tianyi Shi, Nicolas Boutry, Yongchao Xu +1

Segmentation of curvilinear structures is important in many applications, such as retinal blood vessel segmentation for early detection of vessel diseases and pavement crack segmen…

math.NA2021★ 2 cited

Parallel algorithms for computing the tensor-train decomposition

Tianyi Shi, Maximilian Ruth, Alex Townsend

The tensor-train (TT) decomposition expresses a tensor in a data-sparse format used in molecular simulations, high-order correlation functions, and optimization. In this paper, we…

math.NA2018

On the compressibility of tensors

Tianyi Shi, Alex Townsend

Tensors are often compressed by expressing them in low rank tensor formats. In this paper, we develop three methodologies that bound the compressibility of a tensor: (1) Algebraic…