Development of modern electronic textbook of Russian as a foreign language: content and technology
Technology of electronic distance course development was created. This technology is useful for developing training tutorial of foreign languages. Firstly, it can be integrated into the LMS and can be used online as a web service. Secondly, it can be used as a standalone desktop tutorial. A helpful tool tip was added. The tip contains grammar information and English translation for each separated word in the tutorial. With the help of this technology there was created a distance course for Russian language as a foreign one. Additionally, on the basis of Russian National Corpus there was organized a tool for search and extraction of actual sentences with examples of word usage.
This article gives an overview of the comprehensive system that supports training and retraining specialists in a field of information and telecommunication technologies. The system consists of LMS and a number of managed virtual environments for doing practical works in a distance learning mode.
ля сопровождения и обеспечения учебного процесса на всех уровнях образования, а также профессиональной подготовки.
The experience of the well known world business schools in using MBA programs is analysed. Тhe history of MBA programs is presented on many American and European examples. American and British benchmarking in qualities and the content of training programs reflects the current level of business education in many countries of the world. Programs in Harvard School of Business, Ecoles Superior de Commerce, INSEAD and other prestigious schools of business are discribed.
The present article continues the investigation of the Soqotri verbal system undertaken by the Russian-Soqotri fieldwork team. The article focuses on the so-called “weak” and “geminated” roots in the basic stem. The investigation is based on the analysis of full paradigms (perfect, imperfect and jussive) of more than 170 “weak” and “geminated” Soqotri verbs.
I give the explicit formula for the (set-theoretical) system of Resultants of m+1 homogeneous polynomials in n+1 variables