Browsing Straipsniai kituose recenzuojamuose leidiniuose / Articles in other peer-reviewed sources by Source "Nonlinear analysis : modelling and control"
Now showing items 1-13 of 13
-
Asymtotic expansions for the distribution and density functions of the quadratic form of a stationary Gaussian process in the large deviation Cramer zone
(Nonlinear analysis : modelling and control, 2001) -
Investigation of accuracy of a calibrated estimator of a ratio by modelling
(Nonlinear analysis : modelling and control, 2005)Estimator of finite population parameter – ratio of totals of two variables – is investigated by modelling in the case of simple random sampling. Traditional estimator of the ratio is compared with the calibrated estimator ... -
Kinetic model of biphasic character of catalyse inhibition
(Nonlinear analysis : modelling and control, 2003) -
Linearly invariant classes of functions analytical in the half-plane
(Nonlinear analysis : modelling and control, 2004)In present paper the properties of classes of introduced by authors functions analytical in the half-plane are investigated. These classes constructed by using special normalization of functions, automorphismof the half-plane ... -
Modeling Enzymes inhibition during microparticles formation
(Nonlinear analysis : modelling and control, 2003)A mathematical model of enzymes inhibition during microparticles formation has been developed. The model is based on radial substrate diffusion through diffusion layer that surrounds microparticle. The inhibition of enzymes ... -
Modeling trienzyme biosensor at internal diffusion limitation
(Nonlinear analysis : modelling and control, 2004)A model of biosensor containing three immobilized enzymes utilizing consecutive substrate conversion in the chain was developed. The modeling was performed at an internal diffusion limitation and a steadystate condition. ... -
On solvability of the boundary value problems for the multidimensional elliptic systems of partial equations
(Nonlinear analysis : modelling and control, 2002)The investigation of a question of solvability boundary value problems for elliptic partial systems is presented. Attention is paid to differences in case of two independent variables and of multidimensional one. -
On some extremal problems on linearly invariant classes
(Nonlinear analysis : modelling and control, 2005)In present paper the definition of linearly invariant class of analytical in the right half-plane is given and some extremal problems on introduced class are solved. For solving we use method based on variational formulas ... -
On some properties of the omega-operator, defined on class of analytic in the half-plane functions
(Nonlinear analysis : modelling and control, 2004)In present paper the properties of the operator introduced by authors, which is defined on special class of n-normalized analytic in the half-plane functions are investigated. This operator is closely related with automorphism ... -
On the eigenvalue problem for one-dimensional differential operator with nonlocal integral condition
(Nonlinear analysis : modelling and control, 2004)The article investigates the eigenvalue problem for ordinary onedimensional differential operator with nonlocal integral condition. Such a problem is met in the literature quite rarely and is considerably less investigated. ... -
Reflectivity modelling of all-porous-silicon distributed bragg reflectors and fabry-perot microcavities
(Nonlinear analysis : modelling and control, 2005)Herein, the problem of nanocrystaline silicon laser and its importance in microelectronics are discussed upon. The features of vertical Fabry-Perot microcavities made on the base of porous silicon are described. The responses ... -
Some properties of the p-brane model with the quadratic lagrangian
(Nonlinear analysis : modelling and control, 1999) -
Weakly nonlocal supersymmetric KdV hierarchy
(Nonlinear analysis : modelling and control, 2005)The present work offers a weakly nonlocal generalization of superKdV, which possesses also an unlimited number of conservation laws and exact solutions.