[Information theory of ageing: studying the effect of bone marrow transplantation on the life span of mice].

In this paper the method of life span extension of multicellular organisms (human) using the reservation of stem cells followed by autotransplantation has been proposed. As the efficiency of this method results from the information theory of ageing, it is important to verify it experimentally testing the basic concepts of the theory. Taking it into consideration, the experiment on the bone marrow transplantation to old mice from young closely-related donors of the inbred line was carried out. It has been shown, that transplanted animals exhibited a survival advantage, a mean life span increased by 34% as compared to the control. This result not only demonstrates the efficiency of the proposed method for life span extension of multicellular organisms, but also confirms the basis of the information theory of ageing.

[Use of fluorescence microspectral method for studying bone marrow EGFP+ cells transplantation in 5-fluorouracil-treated mice].

In this paper the experimental results of bone marrow transplantation from C57BL/6-Tg(ACTB-EGFP)1Osb/J transgenic mice into C57BL/6 mice subjected to 5-fluorouracil treatment are represented. It has been shown that EGFP+ cells engraftment in bone marrow, spleen and thymus of host mice after 5-Fu treatment significantly increased. More long-term engraftment was recorded after transplantation between closely related donors and 5-fluorouracil treatment hosts. We have also obtained data on differences in the dynamics of EGFP+ cells engraftment in host investigated organs. To assess the effect of the donor's bone marrow cells on the host immune system, functional activity of the synthetic apparatus (synthetic activity) of cells in bone marrow, spleen, thymus and blood have been investigated with fluorescence microspectral method. The results obtained allow of improving techniques for bone marrow transplantation without host irradiation in order to minimize the adverse effects.

[Comparative analysis of syngeneic and allogeneic transplantation without irradiation of the EGFP+ mice bone marrow cells with microspectral fluorescence method].

The experimental results on syngeneic and allogeneic transplantation of whole fraction of mice bone marrow cells without irradiation have been presented. Data on the dynamics of the donor cell colonization of bone marrow, spleen, thymus and blood of the recipient mice were obtained. The degree of immunogenicity of donor cells with syngeneic and allogeneic bone marrow transplantation based on the microspectral fluorescence method was evaluated. Within the framework of the experiment a low degree of immunogenicity of donor cells with syngeneic and allogeneic transplantation is shown. Importantly, allogeneic bone marrow transplantation did not cause any reduction in the mean life span of mice. These data and the results of our previous studies, demonstrating the mean life span increased by 34% with syngeneic transplantation in line C57BL/6 EGFP+, allow for developing different methods of cell therapy with no risk of fatal consequences of the immunological incompatibility between donor and recipient.

[On the possibility of determination of stereological characteristics of interactions of biological micro objects with nanoparticles based on analysis of 2-dimensional images of cytological and histological specimens].

In this article the method for studying 3-dimensional (stereological) characteristics of interactions of biological micro objects with nanoparticles on a basis of morphodensitometry analysis of standard 2-dimensional images of cytological and histological specimens is proposed. The performance of the task of determining the distance from registered nanoparticle to the center of the nucleus of the cell is described in detail. It is shown that using specific nanoparticles the results obtained may find application in science and diagnostics. Furthermore, it is possible to employ these results in nanotoxicology, in particular for determination of quantity characteristics of translocation of nanoparticles of different types in biological structures.

[Informational hypothesis of aging: how does the germ line "avoid" the aging?].

An informational hypothesis of aging has been formulated, and an imitational model of the survival of a population of multicellular organisms under conditions of informational degradation of the cell genetic material (accumulation of random errors in the genome) has been constructed. It is assumed that the basic mechanism of "rejuvenation" (decrease in the number of errors) of the genetic material during its transition from parents to their progeny is the phenomenon of crossing-over during gametogenesis and the competitive selection of gametes participating in the formation of the progenitor genetic material. Within the framework of the imitational model, it is shown that this mechanism, which exists in most eukaryotes, provides the stability of the population gene pool in a large number of generations, whereas in a single organism, the amount of genome errors increases with aging.

[Application of theoretical group methods in the modeling of complex systems].

It has been shown that theoretical group methods can be applied in studies of complex physical and biological systems in which the phenomenon of self-organization takes place. The problem of calculating the parameters of climatic sensitivity with allowance for the cyclone-anticyclone structure of the atmosphere optically dense in the infrared region is considered as an example.

[Consideration of a priori information and type of an experimental error using the method of system identification based on the minimal quadratic discrepancy criterion].

The variants of the identification method were considered that take the a priori information about the evolution of a system under study and the type of experimental errors of the dynamic parameters of the system into account. An example of using this method for the identification of a biochemical reaction is given where the error in measuring the dynamic parameters (concentration of substances) has both an absolute and a relative components.

[A new method of identifying a systems based on the minimal quadratic discrepancy criterion for biophysics problems]. / Novyi metod identifikatsii sistem na osnove kriteriia minimal'noi kvadratichnoi neviazki dlia zadach biofiziki.

A wide range of biophysical systems are described by nonlinear dynamic models mathematically presented as a set of ordinary differential equations in the Cauchy explicit form: [formula: see text] Fij(X1(t),..,XN(t),t), (i = 1,...,N, j = 1,...,M), where Fij (X1(t), ..., XN(t), t) is a set of basis functions satisfying the Lipschitz condition. We investigate the problem of evaluation of model constants aij (the system identification) using experimental data about the time dependence of the dynamic parameters of the system Xi(t). A new method of system identification for the class of similar nonlinear dynamic models is proposed. It is shown that the problem of identifying an initial nonlinear model can be reduced to the solution of a system of linear equations for the matrix of the dynamic model constants [aj]i. It is proposed to determine the set of dynamic model constants aij using the criterion of minimal quadratic discrepancy for the time dependence of the set of dynamic parameters Xi(t). An important special case of the nonlinear model, the quadratic model, is considered. Test problems of identification using this method are presented for two nonlinear systems: the Van der Pol type multiparametric nonlinear oscillator and the strange attractor of Ressler, a widely known example of dynamic systems showing the stochastic behavior.

Application of a new method of nonlinear dynamical system identification to biochemical problems.

The system identification method for a variety of nonlinear dynamic models is elaborated. The problem of identification of an original nonlinear model presented as a system of ordinary differential equations in the Cauchy explicit form with a polynomial right part reduces to the solution of the system of linear equations for the constants of the dynamical model. In other words, to construct an integral model of the complex system (phenomenon), it is enough to collect some data array characterizing the time-course of dynamical parameters of the system. Collection of such a data array has always been a problem. However difficulties emerging are, as a rule, not principal and may be overcome almost without exception. The potentialities of the method under discussion are demonstrated by the example of the test problem of multiparametric nonlinear oscillator identification. The identification method proposed may be applied to the study of different biological systems and in particular the enzyme kinetics of complex biochemical reactions.