nikolai gogol in iran
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In Memory of Nikolai Pavlovich Korneichuk
Nikolai Pavlovich Korneichuk passed away on July 22, 2003. He was recognized worldwide as a leading expert on exact solutions of extremal problems in Approximation Theory as well as a founder of a powerful research school. N.P. Korneichuk was born on January 22, 1920 in the village of Bobrik, in Gomel region of Belarus. His parents were peasants. In 1938, N.P. Korneichuk completed studies in th...
متن کاملanalyzing patterns of classroom interaction in efl classrooms in iran
با به کار گیری روش گفتما ن شنا سی در تحقیق حا ضر گفتا ر میا ن آموزگا را ن و زبا ن آموزا ن در کلا سهای زبا ن انگلیسی در ایرا ن مورد بررسی قرار گرفت. ا هداف تحقیق عبا رت بودند از: الف) شنا سا ئی سا ختارهای ارتبا ط گفتا ری میا ن معلمین و زبا ن آموزا ن ب) بررسی تا ثیر نقش جنسیت دبیرا ن و زبا ن آموزان بر سا ختا رهای ارتبا ط گفتا ری میا ن آنها پ) مشخص کردن اینکه آ یا آموزگاران غا لب بر این ارتبا ط گف...
Nikolai Kliuev-prophet of Loss
The life, work, and reception of Nikolai Kliuev (1884-1937) provide striking illustrations of the intense preoccupation in Russian culture with the association between poetry and prophecy, between poet and prophet. Kliuev's work abounds in prophetic statements of many kinds, while he frequently and selfconsciously positioned himself as a "prophet" and explicitly identified his work as "propheti...
متن کاملthe impact of e-readiness on ec success in public sector in iran the impact of e-readiness on ec success in public sector in iran
acknowledge the importance of e-commerce to their countries and to survival of their businesses and in creating and encouraging an atmosphere for the wide adoption and success of e-commerce in the long term. the investment for implementing e-commerce in the public sector is one of the areas which is focused in government‘s action plan for cross-disciplinary it development and e-readiness in go...
Chaotic billiards , by Nikolai Chernov and Roberto
Studies of the dynamical systems of billiard type (or simply billiards) form one of the most fascinating and notoriously difficult areas in the modern theory of dynamical systems. Billiards are visual and arise naturally in applications (primarily in classical mechanics, statistical mechanics, optics, acoustics, and quantum physics). For instance, the Boltzmann gas of elastically colliding ball...
متن کاملLecturer : Jonathan Katz Scribe ( s ) : Nikolai Yakovenko Jeffrey
In a previous lecture, we showed a zero-knowledge (ZK) proof system for the language of graph isomorphism. Our goal here is to show a ZK proof system for any language inNP . To do so, it suffices to show a ZK proof system Π for any NP-complete language L (note that graph isomorphism is not believed to be NP-complete); given such a Π and any L ′ ∈ NP , we then obtain a ZK proof for L by (1) redu...
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ادبیات تطبیقیجلد ۱، شماره ۲، صفحات ۱۷-۳۰
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