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THE BASIC CONDITIONS FOR DEVELOPMENT OF MATHEMATICAL SPEECH OF STUDENTS IN THE PROCESS OF BILINGUAL EDUCATION

https://doi.org/10.17853/1994-5639-2018-2-60-87

Abstract

Introduction. Many teachers and methodologists note that children, especially at the first step of education and at the initial stage of the secondary school, often can not fully understand and precisely express in oral and written forms their thought and information which is presented in mathematical texts. In the process of mathematical education of the bilingual pupils of younger and middle school age studying at schools with teaching national (native for them) and Russian (state) languages, this task becomes complicated even more since children do not possess the so-called control mechanisms to switch from one language into another as well as speech and thought processes are generally operated in the native language.

The aim of the present publication is to determine the main conditions for the development of the mathematical speech of the bilingual students.

Methodology and research methods. The research was carried out with a support on activity and personality oriented approaches in education. The research methods involved: analysis of psycho-pedagogical and educational-methodical literature; observation of the process of education in Mathematics of the bilingual students; questioning of school students and teachers; conversations with the respondents.

Results and scientific novelty. The close interconnection of the processes of the development of mathematical speech and mathematical thinking is demonstrated, wherein a connective component of speech and thinking is perception of the meaning of the educational material by pupils. The stages of formation of the mathematical speech of pupils and non-language abilities which have to be acquired in the course of bilingual education in mathematics are described. The set of basic communicative qualities for assessment of formation level of the mathematical speech of pupils is designated.

On the example of the activities of national schools of the Sakha (Yakutia) Republic, the problems existing today in bilingual education are revealed. One of them is the fact that at primary school and when moving to secondary school the features of bilingual students’ speech and thought activities, which are usually formed and operated in the native language, are not considered. However, when choosing educational means, the teachers have to give preference to the Russianlanguage sources and to pay considerable attention to the Russian language itself, as the Russian becomes the main language at the secondary school. Besides, the texts of All-Russian Test Works (an obligatory monitoring activity for graduates of primary school) are not translated into the native language of pupils.

Practice has shown, however, that early education in a non-native language has negative effect on school students’ development of thinking and mathematical 

speech that lead to formal knowledge. In contrast, a child whose mathematical speech is formed in the native language at primary school, then, at the secondary school, easily switches into the Russian-language education and successfully improves own mathematical speech based on the acquired experience and complete system of mathematical concepts. Therefore, the most part of the teachers interviewed during the conversations and questioning are convinced that younger school students need to be taught in the language which they speak and think. Smooth transition into the Russian-language education should be introduced in the 5–6th grades; at the same time, continuity between education stages has to be maintained.

Practical significance. The materials of the research and the authors’ recommendations on designing the conditions for successful development of mathematical speech and thinking of school students studying in the bilingual national-Russian environment can be useful to experts who are engaged in the development of techniques and methods for national comprehensive schools of Russia.

About the Authors

L. L. Salekhova
Kazan (Volga region) Federal University, Kazan
Russian Federation
Candidate of Physical and Mathematical Sciences, Doctor of Pedagogical Sciences, Head of the Department of Educational Technologies and Information Systems in Philology, Leo Tolstoy Institute of Philology and Intercultural Communication


N. I. Spiridonova
Institute of National Schools of the Republic of Sakha (Yakutia), Yakutsk
Russian Federation
Research Associate


References

1. Chenayanova N. I. Transitional model in the system of bilingual education in mathematics. Diskussija = Discussion. 2013; 11 (41): 126–134. (In Russ.)

2. Galperin P. Ya. Vvedenie v psihologiju = Introduction to Psychology. Moscow: Publishing House Universitet; 2000. 329 p. (In Russ.)

3. Vygotsky L. S. Psihologija razvitija cheloveka = Psychology of human development. Moscow: Рublishing houses Smysl; Jeksmo; 2005. 1136 p. (In Russ.)

4. Rubinshtein S. L. Osnovy obshhej psihologii = Fundamentals of General Psychology. St.-Petersburg: Publishing House Piter; 2002. 720 p. (In Russ.)

5. Ivanova T. A., Gorchakov A. S. Didactic conditions for the development of the mathematical speech of schoolchildren. Jaroslavskij pedagogicheskij vestnik = Yaroslavl Pedagogical Bulletin. 2010; 4, Vol. II (Psychological and Pedagogical Sciences): 55–59. (In Russ.)

6. Sharmin D. V. Formirovanie kul'tury matematicheskoj rechi uchashhihsja v processe obuchenija algebre i nachalam analiza: metodicheskoe posobie = Formation of the culture of mathematical speech of students in the process of teaching algebra and the principles of analysis. Omsk: OmGPU; 2004. 52 p. (In Russ.)

7. Mitina L. M. Psihologija truda i professional'nogo razvitija uchitelja = Psychology of work and professional development of teachers. Moscow; 2004.

8. p. (In Russ.)

9. Utlik E. P. Psychology of N. D. Levitov today. Vestnik Moskovskogo gosudarstvennogo oblastnogo universiteta = Bulletin of the Moscow State Regional University [Internet]. 2017 [cited 2017 Nov 17]; 3. Available from: www.evestnikmgou.ru (In Russ.)

10. Artemyeva O. A., Artemyeva O. A., Makeeva M. N., Milrud R. P. Metodologija organizacii profes-sional'noj podgotovki specialista na osnove mezhkul'turnoj kommunikacii = Methodology of organization of vocational training of a specialist on the basis of intercultural communication. Tambov: Tambov State Technical

11. University; 2005. 160 p. (In Russ.)

12. Evdokimova M. G. Intercultural aspect of the content of language teaching for special purposes. Jazyk i kul'tura = Language and Culture [Internet]. 2010 [cited 2017 Nov 17]; 4 (12): 109–114. Available from: http://cyberleninka.ru/article/n/mezhkulturnyy-aspekt-soderzhaniya-obucheniyayazyku-dlya-spetsialnyhtseley (In Russ.)

13. Cummins J. Language. Power and pedagogy bilingual children in the crossfire. Clevedon: Multilingual Matters; 2000.

14. Celce-Murcia M. Rethinking the role of communicative competence in language teaching. Soler E. A., Safont Jordà M. P. (eds.). Intercultural Language Use and Language Learning, Springer; 2007. p. 41–57.

15. Jianhong S., Hongjun L., Qiming L. Analysis of factors affecting the effectiveness of bilingual instruction. International Conference on Educational and Information Technology (ICEIT). 2010; 2: 412–414.

16. He Y., Liu L. Research on Integration between Language and Content about Bilingual Education. 2010 Second International Workshop on Education Technology and Computer Science, Wuhan, China, 2010 Mar 6–7. p. 723–725.

17. Tuktamyshov N. K., Salekhova L. L., Zaripova R. R. Determining the level of formation of communicative qualities of mathematical speech among students studying on a bilingual basis. Filologija i kul'tura = Philology and Culture. 2013; 4 (34): 307–314. (In Russ.)

18. Melnichuk M. V. Self-actualization in the process of teaching a foreign language in a non-linguistic university. Pedagogical Journal. 2016; 6, Is. 5A: 151–

19. (In Russ.)

20. Spiridonova N. I. Features of the formation of mathematical concepts for students based on bilingual education. Samarskij nauchnyj vestnik = The Samara Scientific Bulletin. 2017; V. 6, 1 (18): 219 – 225. (In Russ.)

21. Ivanova T. A., Gorchakov A. S. Development of mathematical speech of schoolchildren in the process of studying the definition of concepts, theorems, rules. Sovremennye problemy nauki i obrazovanija = Modern Problems of Science and Education [Internet]. 2013 [cited 2017 Nov 17]; 6. Available from: https:// www.science-education.ru/en/article/view? id=10814 (In Russ.)


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For citations:


Salekhova L.L., Spiridonova N.I. THE BASIC CONDITIONS FOR DEVELOPMENT OF MATHEMATICAL SPEECH OF STUDENTS IN THE PROCESS OF BILINGUAL EDUCATION. The Education and science journal. 2018;20(2):60-87. (In Russ.) https://doi.org/10.17853/1994-5639-2018-2-60-87

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ISSN 1994-5639 (Print)
ISSN 2310-5828 (Online)