Predicting the probability of complications during prostatectomy in pa-tients with prostate cancer using machine learning methods

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Abstract

Objective. To determine the probabilities of predicting possible complications after surgery in patients with the diagnosis of prostate cancer using artificial intelligence methods.

Materials and methods. Case histories of 701 patients who underwent prostatectomy were analyzed in the study. The anamnesis, findings of clinical, laboratory and instrumental study, as well as objective data of clinical observations were evaluated. The average age was 64.72. On the basis of the set of examination results, patients were selected according to the following inclusion criteria: prostate cancer patients without confirmed metastases with disease stage from T1N0M0 to T3N0M0; absence of previous and concomitant special treatment (immunotherapy or targeted therapy); informed consent to the surgery. Logistic regression, a binary classifier using a sigmoidal activation function on linear combinations of features, was used as a machine learning model.

Results. It was determined that the logistic regression model based on selected parameters (prostate volume, pain syndrome, disease duration), predicts the probability of complications quite well (TPR = 1). The overall accuracy of the model is: Accuracy = 0.98. At the same time, it can be noticed from the agreement matrix that the trained model plays it safe and classifies some cases without complications incorrectly in 5.3 % (FNR = 0.053). However, the model never made an error and did not classify cases with a high risk of complications as those in which such a possibility was unlikely.

Conclusions. The results obtained show that on the basis of just three parameters (prostate volume, pain syndrome, duration of the disease), it is possible to build a fairly good predictive model of the probability of complications after prostatectomy based on such machine learning method as logistic regression.

About the authors

M. A. Polidanov

University «Reaviz»; Medical University «Reaviz»

Author for correspondence.
Email: maksim.polidanoff@yandex.ru
ORCID iD: 0000-0001-7538-7412

Research Department Specialist, Assistant of the Department of Biomedical Disciplines, Postgraduate Student of the Department of Surgical Diseases

Russian Federation, Saint Petersburg; Saratov

M. A. Barulina

Perm State National Research University; Institute of Problems of Precision Mechanics and Control of RAS

Email: maksim.polidanoff@yandex.ru
ORCID iD: 0000-0003-3867-648X

DSc (Physics and Mathematics), Director of the Institute of Physics and Mathematics, Head of the Laboratory «Analysis and Synthesis of Dynamic Systems in Precision Mechanics», Chief Researcher

Russian Federation, Perm; Saratov

V. S. Marchenko

Saratov State Medical University named after V.I. Razumovsky

Email: maksim.polidanoff@yandex.ru
ORCID iD: 0009-0006-8652-5298

resident of the Department of Urology

Russian Federation, Saratov

K. A. Volkov

Saratov State Medical University named after V.I. Razumovsky

Email: maksim.polidanoff@yandex.ru
ORCID iD: 0000-0002-3803-2644

2nd-year student of the Medical Faculty

Russian Federation, Saratov

A. P. Dyagel

Saratov State Medical University named after V.I. Razumovsky

Email: maksim.polidanoff@yandex.ru
ORCID iD: 0009-0004-5983-2116

2nd-year student of the Medical Faculty

Russian Federation, Saratov

N. A. Luzhnov

Samara State Medical University

Email: maksim.polidanoff@yandex.ru
ORCID iD: 0009-0008-0628-4389

5th-year student of the Institute of Pediatrics

Russian Federation, Samara

V. N. Kudashkin

Samara State Medical University

Email: maksim.polidanoff@yandex.ru
ORCID iD: 0000-0001-9099-3517

6th-year student of the Institute of Pediatrics

Russian Federation, Samara

N. V. Kolpakova

Saratov State Medical University named after V.I. Razumovsky

Email: maksim.polidanoff@yandex.ru
ORCID iD: 0009-0006-4837-584X

6th-year student of the Medical Faculty

Russian Federation, Saratov

References

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Supplementary files

Supplementary Files
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1. JATS XML
2. Fig. 1. Percentage of patients by type of surgery

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3. Fig. 2. Distribution of patients by the presence and absence of complications: 0 – there were no complications , 1 – there were complications

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4. Fig. 3. Approval matrix

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