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USE OF THE MATHEMATICAL MODEL FOR OBJECTIVIZING DIAGNOSTICS OF URGENT DISORDERS AND SELECTING METHOD OF THERAPY

https://doi.org/10.51523/2708-6011.2018-15-2-15

Abstract

Objective. Creating a mathematical model for assessing urination using patient complaints data, urination parameters obtained by performing uroflowmetry. Material and methods. To construct a mathematical model, data from the results of uroflowmetry and questionnaires of 100 patients with various disorders of urination were used. The implementation of the decision-making algorithm is carried out by means of alternate conditional blocks. Results. Using a mathematical model of urination makes it possible to speed up the diagnosis and choose effective therapy. As a result of testing the introduction of the uroflowmetry data of 100 patients into the created program, we obtained a coincidence of diagnoses in 8 cases out of 10 (80 %), which gives us reason to believe that in the further development of the program, its application is possible, which will allow us to use the developed mathematical model to determine the type of urination disturbance. And with further improvement of the model, it is expected to be used for individual selection of medications during the treatment. Conclusion. A mathematical model describing the parameters of the patient's urination in norm and under various types of pathology has been developed. On the basis of this mathematical model, a computer program has been created that, with further development, can determine with a high degree of accuracy the type of urination disturbance in order to facilitate the objectification of the diagnosis to the patient and a faster onset of early effective individual treatment.

About the Authors

N. I. Simchenko
Gomel State Medical University
Belarus


K. E. Anashkina
Gomel State Medical University
Belarus


E. A. Kaminsky
State Institution of Higher Professional Education «Belarusian-Russian University»
Belarus


References

1. Аляев ЮГ, Григорян ВА, Гаджиева ЗК. Расстройства мочеиспускания. Москва, 2006. 208 с.

2. Пушкарь ДЮ, Раснер ПИ, Щавелева ОБ. Современные возможности диагностики и лечения расстройств мочеиспускания. Терапевт. 2006;1:12-15.

3. Самарский АА, Михайлов АП. Математическое моделирование: Идеи. Методы. Примеры - 2 изд. испр. Москва, 2001. 320 с.

4. Кузнецов ВЛ. Математическое моделирование: учебное пособие. Москва, 2003. 120 с.

5. Попырин ЛC, Светлов КС, Беляева ГМ. Исследование систем теплоснабжения. Москва; 1989. 215 с.

6. Macdonald M. WPF: Windows Presentation Foundation in.NET 4.0 on C# 2010/Williams, 2011. 1024 p.


Review

For citations:


Simchenko N.I., Anashkina K.E., Kaminsky E.A. USE OF THE MATHEMATICAL MODEL FOR OBJECTIVIZING DIAGNOSTICS OF URGENT DISORDERS AND SELECTING METHOD OF THERAPY. Health and Ecology Issues. 2018;(2):76-81. (In Russ.) https://doi.org/10.51523/2708-6011.2018-15-2-15

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ISSN 2220-0967 (Print)
ISSN 2708-6011 (Online)