Search Results for author: Clinton J. Wang

Found 5 papers, 5 papers with code

Shape-aware Segmentation of the Placenta in BOLD Fetal MRI Time Series

1 code implementation8 Dec 2023 S. Mazdak Abulnaga, Neel Dey, Sean I. Young, Eileen Pan, Katherine I. Hobgood, Clinton J. Wang, P. Ellen Grant, Esra Abaci Turk, Polina Golland

In this work, we propose a machine learning segmentation framework for placental BOLD MRI and apply it to segmenting each volume in a time series.

Placenta Segmentation Segmentation +1

Dynamic Neural Fields for Learning Atlases of 4D Fetal MRI Time-series

1 code implementation6 Nov 2023 Zeen Chi, Zhongxiao Cong, Clinton J. Wang, Yingcheng Liu, Esra Abaci Turk, P. Ellen Grant, S. Mazdak Abulnaga, Polina Golland, Neel Dey

We apply our method to learning subject-specific atlases and motion stabilization of dynamic BOLD MRI time-series of fetuses in utero.

Time Series

Interpolating between Images with Diffusion Models

1 code implementation24 Jul 2023 Clinton J. Wang, Polina Golland

One little-explored frontier of image generation and editing is the task of interpolating between two input images, a feature missing from all currently deployed image generation pipelines.

Denoising Image Generation

Automatic Segmentation of the Placenta in BOLD MRI Time Series

1 code implementation4 Aug 2022 S. Mazdak Abulnaga, Sean I. Young, Katherine Hobgood, Eileen Pan, Clinton J. Wang, P. Ellen Grant, Esra Abaci Turk, Polina Golland

In this work, we propose a machine learning model based on a U-Net neural network architecture to automatically segment the placenta in BOLD MRI and apply it to segmenting each volume in a time series.

Placenta Segmentation Time Series +1

Discretization Invariant Networks for Learning Maps between Neural Fields

1 code implementation2 Jun 2022 Clinton J. Wang, Polina Golland

With the emergence of powerful representations of continuous data in the form of neural fields, there is a need for discretization invariant learning: an approach for learning maps between functions on continuous domains without being sensitive to how the function is sampled.

Numerical Integration

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