On the Mathematics Lesson

Russian Mathematics Education: Programs and Practices

Volumn , Issue , 2011, Pages 1-36

  Karp, Alexander ^a   Zvavich, Leonid ^b  

^a Columbia University ^*  (United States)

^b NONE   (Russian Federation)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 84903695617     PISSN: None     EISSN: None     Source Type: Book    
DOI: 10.1142/9789814322713_0001     Document Type: Chapter

References (19)

1. Atanasyan, L. S., et al. (2004). Geometriya 7-9 [Geometry 7-9]. Moscow: Prosveschenie.
2. Fedorovich, L. V. (1935). K voprosu metodiki uroka po matematike v sredney shkole [On the methodology of the secondary school mathematics lesson]. In: R. K. Shneider (Ed.), Metodika uroka (pp 118-131). Moscow: Gosudarstvennoe uchebno-pedagogicheskoe izdatel’stvo.
3. GK VKP(b) (1947). Otchety, dokladnye zapiski i spravki komissii i brigad po obsledovaniyu sostoyaniya raboty 236 muzhskoy sredney shkoly Oktyabr’skogo raiona v 1947-48 uchebnom godu [Reports, notes, and memos of the commission and workgroups appointed to investigate the condition of secondary school no. 236 for boys in the Oktyabrsky District during the 1947-48 school year]. Central Government Archive of Historical-Political Documents, St. Petersburg, f. 25. op. 11, d. 510.
4. GK VKP(b) (1953). Spravki otdela ob usilenii partiino-politicheskoy raboty v shkol’nykh partiinykh organizatsiyakh. Ob uluchshenii politico-vospitatel’noy raboty s det’mi I podrostkami v gor. Leningrade [Departmental reports concerning the intensification of party-political work in school party organizations. On the improvement of politicaleducational work with children and teenagers in the city of Leningrad]. Central Government Archive of Historical-Political Documents, St. Petersburg, f. 25. op. 71, d. 31.
5. Kalmykova, Z. I. (1981). Produktivnoe myschlenie kak osnova obuchaemosti [Productive Thinking as the Foundation of the Ability to Learn]. Moscow: Pedagogika.
6. Karp, A. (1994). Materialy diagnosticheskogo issledovaniya urovnya znanii po matematike [Materials from a diagnostic study of knowledge levels in mathematics]. In: T. N. Filippova (Ed.), Sbornik normativnykh i metodicheskikh materialov (pp 54-61). St. Petersburg: TsPI.
7. Karp, A. (2004). Examining the interactions between mathematical content and pedagogical form: Notes on the structure of the lesson. For the Learning of Mathematics, 24 (1), 40-47.
8. LenGorONO (1952). Otchet Leningradskogo gorodskogo otdela narodnogo obrazovaniya o rabote shkol i otdelov narodnogo obrazovaniya za 1951-52 uchebnyi god [Report of the Leningrad city school board concerning the work of schools and departments of education for the 1951-52 school year]. Central Government Archive of Historical-Political Documents, St. Petersburg, f. 25. op. 71, d. 16.
9. Maizelis, A. R. (2007). Iz zapisok starogo uchitelia [From the notes of an old teacher]. In: A. Karp (Ed.), Pamiati A.R. Maizelisa (pp 19-32). St. Petersburg: SMIO Press.
10. Manvelov, S. G. (2005). Konstruirovanie sovremennogo uroka matematiki [Structuring the Modern Mathematics Lesson]. Moscow: Prosveschenie.
11. Obuchenie-process aktivnyi, tvorcheskii! [Education-an active, creative process!] (1959). Narodnoe obrazovanie, 9, 1-9.
12. Ryzhik, V. I. (2003). 30000 urokov matematiki [30,000 Mathematics Lessons]. Moscow: Prosveschenie.
13. Shneider, R. (Ed.). (1935). Metodika uroka [Lesson Methodology]. Moscow: Gosudarstvennoe uchebno-pedagogicheskoe izdatel’stvo.
14. Skatkin, M., and Shneider, R. (1935). Osnovnye cherty metodiki uroka v sovetskoy shkole [Basic characteristics of lesson methodology in Soviet schools]. In: R. K. Shneider (Ed.), Metodika uroka (pp 3-11). Moscow: Gosudarstvennoe uchebnopedagogicheskoe izdatel’stvo.
15. Tkachuk, V. V. (2006). Matematika abiturientu. Vse o vstupitel’nykh ekzamenakh v VUZy [Mathematics for the Prospective College Student. Everything about College Entrance Exams]. Moscow: MTsNMO.
16. Vygotsky, L. (1986). Thought and Language. Cambridge, Massachusetts: MIT Press.
17. Wenninger, M. (1974). Modeli mnogogrannikov. Moscow: Mir. (Russian transl. of Wenninger, M., Polyhedron Models.)
18. Zaretsky, M. (1938). Tekuschii opros uchaschikhsya [Current Student Survey]. Uchitel’skaya gazeta, #175 (Dec. 27).
19. Zvavich, L. I., and Chinkina M. V. (2005). Mnogogranniki: Razvertki i zadachi. [Polyhedra: Unfoldings and Problems]. Parts I-III. Moscow: Drofa.