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Uniformities for Wallman compactifications and realcompactifications

Asılbek ÇEKEEV

The natural methods of uniform topology for construction of Wallman compactifications and Wallman realcompactifications are developed. Results on partial order and relations of dimensions in the lattice of compactifications are presented. The construction of the maximal compactification among compactifications of X with fixed realcompactification is given. - MSC 54E15; 54D35; 54D60; 54F45 . - Keywords: Uniformity; (Wallman, β-like) compactification; (Wallman) realcompactification; Normal base; Dimension

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Modified Dincer and Dost Method for Predicting the Mass Transfer Coefficients in Solids

Coşkan ILICALI

The analytical model developed by Dincer and Dost [3] for the estimation of diffusivities and mass transfer coefficients has been reviewed, and the equations used for the evaluation of the mass transfer coefficients have been corrected. The corrected equations have been used for the calculation of mass transfer coefficients from literature data. It was observed that the corrected diffusivities showed significant differences from the previously calculated values. The use of the modified equations in future drying calculations will lead to more realistic mass transfer coefficient values. - Keyw ...More

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Investigating Classroom Teaching Competencies of Pre service Elementary Mathematics Teachers

Murat GÖKALP

The study has sought answers to two major questions: What is the current situation in Elementary Mathematics Education programs at Faculty of Education in terms of classroom teaching competencies? To what extent do pre service teachers acquire these competencies? The research was conducted on 202 senior pre service teachers studying at the Department of Elementary Mathematics Education at a State University in Turkey during the 2012-2013 academic years. An observation form developed by the researcher was used to collect data about the pre service teachers' classroom competencies. Data were ana ...More

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On the property of equal ratios in the problem of boundary vector control of elastic vibrations described by Fredholm integro-differential equations = О равных отношениях в задаче граничного векторного управления упругими колебаниями, описываемыми фредгольмовыми интегро-дифференциальными уравнениями

Elmira ABDILDAYEVA

В статье исследуется нелинейная задача оптимального управления упругими колебаниями, описываемыми фредгольмовыми интегро-дифференциальными уравнениями в случае, когда управление осуществляется граничными источниками. В исследовании использовано понятие обобщенного решения краевой задачи управляемого процесса. На основе принципа максимума для систем с распределенными параметрами получены условия оптимальности в виде систем равенств и неравенств. Обнаружено, что условия оптимальности в виде равенств обладают свойством равных отношений. Это обстоятельство позволило упростить процедуру построения ...More

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On the Solvability of a Nonlinear Optimization Problem for Thermal Processes Described by Fredholm Integro-Differential Equations with External and Boundary Controls

Elmira ABDILDAYEVA

In the present paper we studied the problem of nonlinear optimal control of the thermal processes described by Fredholm integro-differential equations when the control parameters are nonlinearly included into the equation as well as into the boundary condition. The concept of weak generalized solution of the boundary value problem is introduced and the algorithm for its construction is indicated. It is established that optimal control is defined as the solution of the system of nonlinear integral equations which contain unknown functions under and out of the integral and satisfy the additional ...More

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Integrating Technology Into Instruction at a Public University in Kyrgyzstan: Barriers and Enablers

Gülşat MUHAMETJANOVA

The purpose of this study was to determine enablers and barriers to the technology integration into education based on the example of the situation at the Kyrgyz-Turkish Manas University as reported by students and instructors. The study employed the mixed-methods research design, combining data obtained from 477 student and 57 instructor questionnaires supplemented by interviews with 11 students and 9 instructors. The study revealed that although technology is being used at the universities all over the country, there still exists the lack of both hardware and software laboratories and the in ...More

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POLYNOMIAL INEQUALITIES IN LAVRENTIEV REGIONS WITH INTERIOR AND EXTERIOR ZERO ANGLES IN THE WEIGHTED LEBESGUE SPACE

Fahreddin ABDULLAYEV

We study estimation of the modulus of algebraic polynomials in the bounded and unbounded regions with piecewise-quasismooth boundary, having interior and exterior zero angles, in the weighted Lebesgue space.

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Poetics of the genre of the parable in drama by Mara Baidzhiev = Поэтика жанра притчи в драматургии Мара Байджиева

Alla NAROZYA

The article studies the poetics of the genre (the genre form) in a dramatic kind of literature. The subject of the scientific analysis is the plays of a famous Kyrgyz playwright Mar Baidjiev "We are men" and "An ancient tale", the latter is posited as drama by the writer, but according to the author of the article, both plays are considered to be parables. Reading Baidjiev's plays through the prism of parables significantly enriches their perception as a reader, researcher, and stage director.

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