I am a researcher at the University of Maryland, College Park, focused on the intersection of computer vision, geometry processing, and geospatial data analysis. My research centers on neural representations of geospatial data, combining implicit neural modeling, topology-aware analysis, and generative frameworks to enable interpretable, continuous, and scalable representations of the physical world. I am motivated by interdisciplinary collaboration that bridges machine learning, graphics, and scientific computing.
Looking ahead, I want to carry this work toward spatial intelligence: machines that reason about the physical world through geometry rather than pixels alone. I am especially drawn to world models built on explicit 3D representations β implicit neural fields, Gaussian splats, and triangulated meshes β where the scene structure is something you can query, differentiate, and edit.
During my BEng and MPhil at Hong Kong University of Science and Technology, I was gratefully advised by Prof. Long Quan in 3D computer graphics and vision. Currently, I am gratefully advised by Prof. Leila De Floriani.
Please reach out to chat and collaborate π!
“Topology is precisely the mathematical discipline that allows the passage from local to global.” β RenΓ© Thom
PhD in Computer Science
University of Maryland, College Park
MPhil in Computer Science
Hong Kong University of Science and Technology
BEng Dual Major in Computer Science Engineering and Electronic and Computer Engineering
Hong Kong University of Science and Technology

A wavelet-guided, spatially adaptive implicit neural representation for digital elevation models. A wavelet complexity field localizes high-frequency capacity to complex terrain, and post-training compression reaches 1.23 bpp β 66.25 dB PSNR on Swiss terrain tiles, +5.70 dB over prior work with 3.2x fewer parameters.
Nov 3, 2026

A controlled benchmark of amortized neural representations on high-resolution (1 m/pixel) terrain elevation data, and HUVR+SIREN β a hypernetwork with a smooth, analytically differentiable decoder that attains the best height and derivative fidelity with no extra per-tile storage.
Nov 3, 2026

A spatially-adaptive sinusoidal network for implicit neural representations. A frozen frequency embedding fixes the frequency support while jointly learned spatial masks localize each neuron, giving sharper edges, less background noise, and faster convergence on images, volumes, and SDFs.
Jun 1, 2026

A scale-space pipeline for terrain represented as Triangulated Irregular Networks (TINs): scale-aware seam-free sampling, an improved TIN smoothing operator, and a fully parallel GPU algorithm for tracking critical points across scales without global sorting.
May 8, 2026