Journal:Informatica
Volume 14, Issue 4 (2003), pp. 541–550
Abstract
The paper deals with the analysis of the two survival models of the accelerated failure‐time using two‐parametrical log‐logistic and Weibull distributions, and survival models using conditional generalized Weibull, log‐logistic, and Smith and Bain distributions. The observed survival (number of deaths during the 30‐year follow‐up period among the study cohort) and the survival predicted by regression models (predicted number of deaths for the same period of time) were compared. Data on deaths occurring in random sample of men were obtained from the death register of the city of Kaunas. The best agreement between the predicted and observed survival was obtained with one of the modified Smith and Bain models.
Journal:Informatica
Volume 13, Issue 4 (2002), pp. 393–404
Abstract
The paper analyzes the performance of parallel global optimization algorithm, which is used to optimize grillage-type foundations. The parallel algorithm is obtained by using the automatic parallelization tool. We describe briefly the layer structure of the Master–Slave Template library and present a detailed mathematical formulation of the application problem. Experiments are done on the homogeneous computer cluster of 7 IBM machines RS6000. The results of experiments are presented.
Journal:Informatica
Volume 11, Issue 4 (2000), pp. 411–420
Abstract
This article is an introduction to the simplest mathematical model, which describes the hormone interaction during the menstrual cycle. Modifications of the mathematical model of the menstrual cycle including the mathematical model with the time delay depending on function researched and the mathematical model with the dispersed time delay are researched and described here. A numerical investigation was conducted, during which solutions for the above mentioned models were calculated. The solutions found are compared mutually and with the clinical data.
Journal:Informatica
Volume 6, Issue 1 (1995), pp. 15–33
Abstract
This paper deals with mathematical modelling of diabetes mellitus. A recent classification of diabetes mellitus is given and a new approach in constructing a mathematical model of this disease is described. The aim of mathematical modelling is to help a patient and his doctor in management of diabetes. The algorithms for solving inverse problems of coefficients reconstruction are investigated. Results of computational experiments are given.
Journal:Informatica
Volume 3, Issue 2 (1992), pp. 241–246
Abstract
The Freudian psychoanalysis in its modern form assumes that activities of a patient depend on his physical and mental state (“energy”), and result in maintaining his life, in useless waste of his energy (“symptoms”), and in (“useful”) contribution to the society and to patient's energy level.
Another contribution to patient's energy level comes from the society. It comprises life amenities, medication, and “education”. Patient's mental state is characterized by two parameters, “symbolic” and “imaginary”. Both parameters affect the outcome of patient activities, and are affected by contributions to his “energy”.
A mathematical description of this model as a dynamical system is presented. Significance of obtained solutions for psychoanalysis is discussed.