The article presents the program to determine the principal components resulting in the algebraic model of constructive logic, which is designed for construction multivariate nonlinear mathematical models. The resulting mathematical model is represented by a set of resulting components as factors indicating the detection limits, combined mark of conjunction (indicating joint impact). Each resulting component is characterized by power, which is the essence of the number of rows in the table that match the specified detection limits factors in their joint action. The program provides two methods to determine the main result components. The first method is based on determining the minimum difference between increasing amounts of capacity resulting components of the top and bottom. The second method is based on the determination of the inflection point of the curve decreasing capacity of the resulting components. The authors give recommendations on the choice of allocation method the main result components. If the curve changes power has a dedicated point of inflection and more like a straight line, it is recommended to use method 1. If the curve changes power has a dedicated point of inflection, it is recommended to use method 2. The program should be used in the package of analytical programs algebraic model of constructive logic when performing complex analytical calculations in biophysics, medicine and biology.
analysis, model, logic, program, resulting components
Алгебраическая модель конструктивной логики (АМКЛ) предназначена для построения многофакторной нелинейной математической модели [1]. Она часто используется в углубленном анализе в медицине и биологии [2]. Результирующая модель представлена набором результирующих составляющих в виде факторов с указанием пределов определения, объединенных знаком конъюнкции (указывающим на совместное воздействие). Каждая результирующая составляющая характеризуется мощностью (W), являющейся сутью числа строк в таблице, которые соответствуют указанным пределам определения факторов при их совместном действии [3-5].
1. Shcheglov V.N. Algebraicheskie modeli konstruktivnoy logiki dlya upravleniya i optimizatsii khimiko-tekhnologicheskikh sistem. Avtoreferat kandidata tekhnicheskikh nauk. Leningrad: Tekhnologicheskiy institut im. Lensoveta, 1983. 20 s.
2. Khromushin V.A., Khadartsev A.A., Khromushin O.V., Chestnova T.V. Obzor analiticheskikh rabot s ispol´zovaniem algebraicheskoy modeli konstruktivnoy logiki. Vestnik novykh meditsinskikh tekhnologiy (Elektronnoe izdanie). 2011. N1. URL: http://www.medtsu.tula.ru/ VNMT/Bulletin/E2011-1/LitObz.pdf (data obrashcheniya: 16.08.2011).
3. Khromushin V.A.,_Khadartsev A.A., Buchel´ V.F., Khromushin O.V. Algoritmy i analiz meditsinskikh dannykh. Uchebnoe posobie. Tula: Izd-vo «Tul´skiy poligrafist», 2010. 123 s.
4. Khromushin V.A., Buchel´ V.F., Zherebtsova V.A., Chestnova T.V. Programma postroeniya algebraicheskikh modeley konstruktivnoy logiki v biofizike, biologii i meditsine. Vestnik novykh meditsinskikh tekhnologiy. 2008. № 4. S.173-174.
5. Chestnova T.V., Shcheglov V.N., Khromushin V.A. Kontekstno-razvivayushchayasya baza dannykh dlya logicheskoy intellektual´noy sistemy, ispol´zuemoy v zdravookhranenii. Epidemiologiya i infektsionnye bolezni. 2001. №4. S.38-40.
6. Khromushin, V.A., Makhalkina V.V. Obobshchennaya otsenka rezul´tiruyushchey algebraicheskoy modeli konstruktivnoy logiki. Vestnik novykh meditsinskikh tekhnologiy. 2009. №3. S.39-40.
7. Khromushin O.V. Sposob vydeleniya glavnykh rezul´tiruyushchikh sostavlyayushchikh v algebraicheskoy modeli konstruktivnoy logiki. Vestnik novykh meditsinskikh tekhnologiy. Elektronnyy zhurnal. 2012. N1, publikatsiya 1-2. URL: http://www.medtsu.tula.ru/VNMT/Bulletin/E2012-1/3966.pdf (data obrashcheniya: 15.05.2012).
