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Articles 1 - 13 of 13
Full-Text Articles in Physical Sciences and Mathematics
The Sets Of Julia And Mandelbrot For Multi-Dimensional Case Of Logistic Mapping, Rasul Ganikhodzhaev, Shavkat Seytov, Islombek Obidjonov, Lazizbek Sadullayev
The Sets Of Julia And Mandelbrot For Multi-Dimensional Case Of Logistic Mapping, Rasul Ganikhodzhaev, Shavkat Seytov, Islombek Obidjonov, Lazizbek Sadullayev
Central Asian Problems of Modern Science and Education
The present paper is devoted to investigation of the multidimensional case of the logistic mapping on the plane to itself. In this paper we learnt the properties of the sets of Julia and Mandelbrot for some two-dimensional logistic mappings. The sets of Julia and Mandelbrot help to define asymptotical behavior of the trajectories of certain mappings. The analytical solutions of the equations for finding fixed and periodic points and the computational simulations for describing the sets of Julia and Mandelbrot are the main results of this paper.
Cosine Similarity And Its Implementation To Uzbek Language Data, Sanatbek Gayratovich Matlatipov
Cosine Similarity And Its Implementation To Uzbek Language Data, Sanatbek Gayratovich Matlatipov
Central Asian Problems of Modern Science and Education
In this article, it has been considered the cosine similarity and its application to search for similarities in the Uzbek language texts. The algorithm of cosine similarity has been used to determine similarity of Uzbek texts. We give the application of the program, proposed by the authors, to the texts of the educational portal ziyonet.uz dataset;
A - Separately Subharmonic Functions., Sevdiyor Akramovich Imomkulov, S.M. Abdikodirov, R. Sharipov
A - Separately Subharmonic Functions., Sevdiyor Akramovich Imomkulov, S.M. Abdikodirov, R. Sharipov
Central Asian Problems of Modern Science and Education
In this work we give a definition of a -separately subharmonic function
Approximate Solution Of An Initial-Boundary Value Problem For An Nonhomogeneous Second-Order Differential Equation Of Mixed Type With Two Degenerate Lines, Yashin Komilovich Khudayberganov
Approximate Solution Of An Initial-Boundary Value Problem For An Nonhomogeneous Second-Order Differential Equation Of Mixed Type With Two Degenerate Lines, Yashin Komilovich Khudayberganov
Central Asian Problems of Modern Science and Education
This work is devoted to the study of an approximate solution of the initial-boundary value problem for the second order mixed type nonhomogeneous differential equation with two degenerate lines. Similar equations have many different applications, for example, boundary value problems for mixed type equations are applicable in various fields of the natural sciences: in problems of laser physics, in magneto hydrodynamics, in the theory of infinitesimal bindings of surfaces, in the theory of shells, in predicting the groundwater level, in plasma modeling, and in mathematical biology. In this paper, based on the idea of A.N. Tikhonov, the conditional correctness of …
Cartesian Product Of Regular Parabolic Manifolds., Alimardon Atamuratov
Cartesian Product Of Regular Parabolic Manifolds., Alimardon Atamuratov
Central Asian Problems of Modern Science and Education
We consider the regular parabolic manifold X and polynomials on it. It is proved regularity of Cartesian product of regular parabolic manifolds and described polynomials.
The Sets Of Julia And Mandelbrot For Multi-Dimensional Case Of Logistic Mapping, R.N. Ganikhodzhaev, Sh.J Seytov, I.N Obidjonov, L.O Sadullayev
The Sets Of Julia And Mandelbrot For Multi-Dimensional Case Of Logistic Mapping, R.N. Ganikhodzhaev, Sh.J Seytov, I.N Obidjonov, L.O Sadullayev
Central Asian Problems of Modern Science and Education
The present paper is devoted to investigation of the multidimensional case of the logistic mapping on the plane to itself. In this paper we learnt the properties of the sets of Julia and Mandelbrot for some two-dimensional logistic mappings. The sets of Julia and Mandelbrot help to define asymptotical behavior of the trajectories of certain mappings. The analytical solutions of the equations for finding fixed and periodic points and the computational simulations for describing the sets of Julia and Mandelbrot are the main results of this paper
Α - Separately Subharmonic Functions., S.A. Imomkulov, S.M Abdikodirov, R.A Sharipov
Α - Separately Subharmonic Functions., S.A. Imomkulov, S.M Abdikodirov, R.A Sharipov
Central Asian Problems of Modern Science and Education
In this work we give a definition of subharmonic function, where α=(αˈ,αˈˈ) and we show that under additional conditions, these functions belongs to the class φ˄β subharmonic functions.
Cartesian Product Of Regular Parabolic Manifolds, A.A. Atamuratov
Cartesian Product Of Regular Parabolic Manifolds, A.A. Atamuratov
Central Asian Problems of Modern Science and Education
We consider the regular parabolic manifold X and polynomials on it. It is proved regularity of Cartesian product of regular parabolic manifolds and described polynomials.
Approximate Solution Of An Initial-Boundary Value Problem For An Nonhomogeneous Second-Order Differential Equation Of Mixed Type With Two Degenerate Lines, Y.K. Khudayberganov
Approximate Solution Of An Initial-Boundary Value Problem For An Nonhomogeneous Second-Order Differential Equation Of Mixed Type With Two Degenerate Lines, Y.K. Khudayberganov
Central Asian Problems of Modern Science and Education
This work is devoted to the study of an approximate solution of the initial-boundary value problem for the second order mixed type nonhomogeneous differential equation with two degenerate lines. Similar equations have many different applications, for example, boundary value problems for mixed type equations are applicable in various fields of the natural sciences: in problems of laser physics, in magneto hydrodynamics, in the theory of infinitesimal bindings of surfaces, in the theory of shells, in predicting the groundwater level, in plasma modeling, and in mathematical biology. In this paper, based on the idea of A.N. Tikhonov, the conditional correctness of …
Cosine Similarity And Its Implementation To Uzbek Language Data, S.G. Matlatipov
Cosine Similarity And Its Implementation To Uzbek Language Data, S.G. Matlatipov
Central Asian Problems of Modern Science and Education
In this article, it has been considered the cosine similarity and its application to search for similarities in the Uzbek language texts. The algorithm of cosine similarity has been used to determine similarity of Uzbek texts. We give the application of the program, proposed by the authors, to the texts of the educational portal ziyonet.uz dataset;
Cauchy Inequality And Its Applications, Z.Sh Ibragimov, J.U Xujamov, N.J Khujatov
Cauchy Inequality And Its Applications, Z.Sh Ibragimov, J.U Xujamov, N.J Khujatov
Central Asian Problems of Modern Science and Education
This paper shows the application of Cauchy inequality to some complex geometric and algebraic problems. Proof of Cauchy inequality is presented in several ways. Furthermore, the generalized Koshi inequality is fully proven.
Cauchy Inequality And Its Applications, Z.Sh Ibragimov, J.U Xujamov, N.J Khujatov
Cauchy Inequality And Its Applications, Z.Sh Ibragimov, J.U Xujamov, N.J Khujatov
Central Asian Problems of Modern Science and Education
This paper shows the application of Cauchy inequality to some complex geometric and algebraic problems. Proof of Cauchy inequality is presented in several ways. Furthermore, the generalized Koshi inequality is fully proven.
Numerical Solution Of Volterra Integral Equation Of The Second Kind., I.D Rakhimov
Numerical Solution Of Volterra Integral Equation Of The Second Kind., I.D Rakhimov
Central Asian Problems of Modern Science and Education
Problems of physics, mechanics of theoretical and practical importance are solved by the method of integral equations. Mathematical physics uses integral equations to solve problems. Therefore, it is important to find solutions to integral equations. But it is not always possible to find analytical solutions of integral equations. Thus, we study the numerical methods of integral equations. This paper shows how to find numerical solutions to Volterra equation of the second kind using the MATLAB program. The results are compared with the exact solution by using computer simulations.