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Wei Chen1, Jan Unkelbach, Alexei Trofimov

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This study introduces a robust multi-criteria optimization (MCO) method for intensity-modulated proton therapy (IMPT). It balances treatment objectives and plan quality against uncertainties, outperforming safety margins for improved robustness.

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Area of Science:

  • Medical Physics
  • Radiation Oncology
  • Computational Biology

Background:

  • Intensity-modulated proton therapy (IMPT) offers precise dose delivery but is sensitive to uncertainties.
  • Multi-criteria optimization (MCO) frameworks explore trade-offs between various treatment planning objectives.
  • Integrating robustness into MCO is crucial for reliable IMPT outcomes.

Purpose of the Study:

  • To develop and evaluate a method for incorporating robustness into the MCO framework for IMPT.
  • To simultaneously optimize for nominal plan quality and robustness against treatment uncertainties.
  • To enable interactive selection of treatment plans balancing competing objectives.

Main Methods:

  • Robustness was integrated into MCO by adding robustified objectives and constraints.
  • Uncertainties were modeled using pre-calculated dose-influence matrices for nominal and error scenarios.
  • A linear projection solver handled large-scale optimization problems efficiently.
  • The method was demonstrated on base-of-skull and chordoma cases.

Main Results:

  • The robust optimization method significantly reduced plan sensitivity to setup and range errors compared to safety margins.
  • Analysis of a chordoma case revealed trade-offs between target coverage, organ-at-risk sparing, and robustness.
  • The MCO approach effectively illustrated the interplay between robustness and nominal plan quality.
  • Robust optimization for each Pareto optimal plan was computationally efficient (<5 minutes per plan).

Conclusions:

  • The proposed method effectively reduces uncertainties in IMPT by optimizing for robustness within an MCO framework.
  • Interactive exploration of the Pareto surface allows clinicians to select preferred plans balancing objectives and robustness.
  • This approach offers a computationally feasible solution for robust IMPT planning.