Theme Dose Proposal

Fast and Sensitive Dose Prediction

Predicting treatment dose quickly while preserving the effects of clinically meaningful contour variation

Dose Prediction Model Sensitivity Treatment Planning

The Research Question

Radiotherapy planning depends on accurate three-dimensional dose calculation, but repeated treatment-planning calculations are too slow for large evaluation studies, rapid comparison of contour alternatives, or interactive review. This axis asks whether learned models can predict dose fast enough for those settings while remaining accurate, robust, and—crucially—sensitive to clinically meaningful contour changes.

Sensitivity is distinct from overall prediction accuracy. A model can reproduce the broad dose distribution yet smooth away the local effect of the contour variation that a quality-assurance workflow needs to detect.

Connection to the PhD Thesis

Part Two of my PhD thesis established the technical foundation for this axis. It evaluated dose-prediction accuracy, sensitivity to inter-expert contour variation, behavior on unusual cases, and the translation of local sensitivity into ASTRA’s review maps.

The completed work established that:

  • learned dose prediction can operate on a timescale suitable for rapid evaluation;
  • sensitivity to contour changes must be tested separately from global dose accuracy;
  • out-of-distribution behavior requires deliberate validation and mitigation; and
  • local dose sensitivity can guide attention to consequential contour regions.

The associated studies are listed once in the dose-prediction section of the publications page, while their linked project pages provide study-specific methods and results.

Current Directions

I am continuing this axis through:

  • architectures that preserve fine-grained anatomical sensitivity while modeling global treatment context;
  • robust prediction across tumour sites, institutions, planning systems, and treatment techniques;
  • calibrated uncertainty for unusual anatomies and out-of-distribution cases;
  • faster feedback for iterative or adaptive treatment planning;
  • evaluation of contour alternatives by predicted dose and treatment objectives; and
  • integration of dose prediction with personalized contour proposals and interactive correction.

Relationship to the Other Axes

Dose prediction is therefore both a major modeling problem in its own right and the clinical bridge connecting segmentation output to radiotherapy decisions.

References