Neural Modulation Fields for Conditional Cone Beam Neural Tomography

Neural Modulation Fields for Conditional Cone Beam Neural Tomography

Abstract

Conventional Computed Tomography (CT) methods require large numbers of noise-free projections for accurate density reconstructions, limiting their applicability to the more complex class of Cone Beam Geometry CT (CBCT) reconstruction. Recently, deep learning methods have been proposed to overcome these limitations, with methods based on neural fields (NF) showing strong performance, by approximating the reconstructed density through a continuous-in-space coordinate based neural network. Our focus is on improving such methods, however, unlike previous work, which requires training an NF from scratch for each new set of projections, we instead propose to leverage anatomical consistencies over different scans by training a single conditional NF on a dataset of projections. We propose a novel conditioning method where local modulations are modelled per patient as a field over the input domain through a Neural Modulation Field (NMF). The resulting Conditional Cone Beam Neural Tomography (CondCBNT) shows improved performance for both high and low numbers of available projections on noise-free and noisy data.

Publication
In 1st workshop on Synergy of Scientific and Machine Learning Modeling (SynS & ML), ICML, 2023
Miltiadis Kofinas
Miltiadis Kofinas
PhD student in Computer Science

Graph neural networks, Neural fields, Geometric deep learning