ASCO 2024: Development of a Machine Learning Model to Predict the Outcome of Randomized Clinical Trials of Patients with Metastatic Prostate Cancer

(UroToday.com) The 2024 American Society of Clinical Oncology (ASCO) annual meeting held in Chicago, IL between May 31 and June 4 was host to the Poster Session: Genitourinary Cancer: Prostate, Testicular, and Penile. Dr. Ali Sabbagh developed a machine-learning model to predict overall survival endpoints from randomized clinical trials of patients with metastatic prostate cancer


Overall survival (OS) continues to serve as the gold standard endpoint for clinical trials in metastatic prostate cancer. However, due to the natural course of the disease and the emergence of innovative life-prolonging therapies, it requires prolonged follow-up. The objective of this project was to develop a machine learning model using short-term (≤ 4 months) prostate-specific antigen (PSA) kinetic data to forecast the OS outcome in phase 3 clinical trials for metastatic prostate cancer. The ultimate aim is to expedite the trial readout time for patients with metastatic prostate cancer. 

This machine learning model utilized clinical and PSA data from 7 metastatic prostate cancer trials: 6 randomized, double-blind, phase 3 trials (TITAN, COU-AA-301, COU-AA-302, LATITUDE, ACIS, and MAGNITUDE),1-6 and one multicenter, phase II trial (GALAHAD).7 The trials were split into Training (TITAN, COU-AA-301, ACIS, GALAHAD) and test sets (LATITUDE, COU-AA-302, MAGNITUDE).
trials were split into Training (TITAN, COU-AA-301, ACIS, GALAHAD) and test sets (LATITUDE, COU-AA-302, MAGNITUDE).
The OS probability of each trial is illustrated in the Kaplan-Meier graphic below:
OS probability of each trial
Dr. Sabbagh and his team developed 18 PSA kinetic variables from the first 4 months of enrollment, within 1, 2, 3, and 4 months; and the slope and base of the exponential fit of PSA over the first 4 months of study. The PSA kinetic variables were: 

  • 50% decline in PSA (PSA50)
  • 90% decline in PSA
  • PSA=0.1
  • PSA=0.2

The model training was conducted on data from TITAN, COU-AA-301, ACIS, and GALAHAD trials, as mentioned above. Adaptive least absolute shrinkage and selection operator (aLASSO)-based Cox proportional hazards models were utilized to select previously identified prognostic baseline clinical variables, with and without PSA kinetic variables, that were most predictive of OS on five-fold cross-validation. The resulting trial outcome model was then evaluated for performance with different metrics (C-index, AUC) both with and without PSA kinetics. The simulated trial outcomes hazard ratios were pooled and compared with actual trial results using the methods of Crowther and Lambert.

External validation was carried out on data from LATITUDE, COU-AA-302, and MAGNITUDE trials. The algorithm was provided with 4-month PSA kinetics, baseline characteristics, and the trial outcome model. The resulting simulated trial outcomes were expressed as hazard ratios. The study design is illustrated below.
The algorithm was provided with 4-month PSA kinetics, baseline characteristics, and the trial outcome model
Including the 6 randomized clinical trials, this study included 6,451 patients with median follow-up of 22 months and a total of 85,795 PSA values. Dr Sabbagh noted that 4 months optimized the balance of predictive information and follow-up. Machine learning selected PSA kinetics based on three attributes:

  • Absolute value
  • Relative change
  • Trajectory slope.

In the machine learning model incorporating PSA kinetics, aLASSO identified PSA50 at 4 months, PSA 0.1 at 1 month, and PSA slope as kinetics, providing additional intra-treatment information to enhance the prediction of OS. The model utilized PSA measurements at various intervals, as illustrated in the graphic below, depicting PSAs included for each patient in the external validation set.aLASSO model utilized PSA measurements at various intervals
The machine learning model, for all three externally validated trials demonstrated accurate predictions of final positive or negative results. The hazard ratio estimates were distributed, showing significant overlap with the confidence intervals of the actual trial results. The model had almost perfect overlap with LATITUDE and different degrees of overlap with actual COU-AA-302 and MAGNITUDE hazard ratios and 95% confidence intervals as depicted in the figure below.The model had almost perfect overlap with LATITUDE and different degrees of overlap with actual COU-AA-302 and MAGNITUDE hazard ratios and 95% confidence intervals as depicted in the figure below
The model that included PSA kinetics showed improved performance on the externally validated trials:

  • C-index (0.72 vs. 0.66)
  • Integrated Brier score (IBS) (0.158 vs. 0.173)
  • Time-dependent area under the receiver operating characteristic curve (tAUC) (0.84 vs 0.65 at 12 months) 

One of the key strengths of this machine-learning model is that validation was demonstrated across a variety of clinical scenarios and patient populations including metastatic hormone sensitive and hormone-resistant prostate cancer.

Dr. Sabbagh concluded his presentation with the following key messages:

  • Using data from 6,451 patients with metastatic prostate cancer enrolled on prospective clinical trials they develop a machine learning model which included 4-month kinetic PSA data and baseline characteristics
  • The Machine learning model predicted the long-term OS readout in prospective phase 3 trials in metastatic prostate cancer across diverse clinical scenarios
  • This model needs further validation and will be validated in independent data sets comprised of other clinical scenarios and subgroups

Presented by: Ali Sabbagh, MD, Postdoctoral Scholar, University of California, San Francisco, San Francisco, CA

Written by: Julian Chavarriaga, MD – Society of Urologic Oncology (SUO) Clinical Fellow at The University of Toronto, @chavarriagaj on Twitter during the 2024 American Society of Clinical Oncology (ASCO) annual meeting held in Chicago, IL between May 31st and June 4th.

References:

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