The research on teacher labor markets is quite large and expanding; yet, as in most areas of education research, our knowledge is full of holes and only gets us a little ways towards identifying productive policy directions. As such, there is plenty of room for new research – describing labor market dynamics, developing and substantiating theories about the mechanisms driving the trends and rel...

a numerical method for solving variational problems is presented in this paper. the method is based upon hybrid of hartley functions approximations. the properties of hybrid functions which are the combinations of block-pulse functions and hartley functions are first presented. the operational matrix of integration is then utilized to reduce the variational problems to the solution of algebraic...

We study the task of teaching a machine to classify objects using features and labels. We introduce the Error-Driven-Featuring design pattern for teaching using features and labels in which a teacher prefers to introduce features only if they are needed. We analyze the potential risks and benefits of this teaching pattern through the use of teaching protocols, illustrative examples, and by prov...

This paper reports from five years of experience of engaging young student teaching assistants in the continuous development of a course by involving them in research, both pedagogically and in other course related themes. The purpose of the paper is to pave the road for a more engaged and integrated form of teaching, where the full potential of STAs is released. Firstly some basic constructs a...

Arapçanın yabancı dil olarak öğretimine genellikle harflerin okunuşu, yazılışı ve telaffuzu ile başlanır. Daha sonra harfler birleştirilerek, kelime cümle okunuşu aşamasına geçilir. Dili inşa etme süreci bu noktadan başlar. Bu kritik aşamada öğrenenin yeterli beceriyi elde edememesi durumunda öğrenim boyunca zorluklarla karşılaştığı düşünülmektedir. Bunların yanı sıra öğrencinin ana dilinin alf...

In this paper, we develop a framework to obtain approximate numerical solutions to ordi‌nary differential equations (ODEs) involving fractional order derivatives using Legendre wavelets approximations. The continues Legendre wavelets constructed on [0, 1] are uti‌lized as a basis in collocation method. Illustrative examples are included to demonstrate the validity and applicability of the techn...

in this paper, we propose the chebyshev wavelet approximation for the numerical solution of a class of integro-differential equation which describes the charged particle motion for certain configurations of oscillating magnetic fields. we show that the chebyshev approximation transform an integral equation to an explicit system of linear algebraic equations. illustrative examples are included t...