I graduated M.Phil. from the Division of Mathematics at The Chinese University of Hong Kong under the supervision of Prof. Lok Ming (Ronald) Lui. I got my B.Sc. degree from the School of Mathematics at Sun Yat-Sen University under the supervision of Prof. Ying Jiang. I also have a precious experience at Shenzhen University with Prof.Hui Huang. My research interests include Medical Imaging and Computational Geometry.
M.Phil. in Applied Math., 2020
The Chinese University of Hong Kong
B.Sc. in Info. and Comp. Sci., 2018
Sun Yat-Sen University
TPSN is a deformation-based model that yields a deformation map through a UNet, which takes the medical image and a template mask as inputs. The main idea is to deform a template mask describing the prescribed topology by a diffeomorphism to segment the object in the image. The topology of the shape in the template mask is well preserved under the diffeomorphic map. The diffeomorphic property of the map is controlled by introducing a regularization term related to the Jacobian in the loss function.
Information is not generally distributed uniformly in an image domain. Thus, to make the convolutional neural network focus more on those important, some deformation on convolution windows or feature maps should be applied. Besides, the topology of an image should be preserved from the ideas for defining the convolution operation.