Izvestiya of Saratov University.

Philosophy. Psychology. Pedagogy

ISSN 1819-7671 (Print)
ISSN 2542-1948 (Online)
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Language: 
Russian
Heading: 
Pedagogy
Article type: 
Article
UDC: 
372.851+37.036+51-7+519.21+519.7
DOI: 
10.18500/1819-7671-2013-13-4-106-115

The Statistical Law-Formeds and Range Correlations of the Professional Trends of Ege-Results in Saratov Region (2009–2012)

Autors: 
Firstov V. E., Saratov State University
Abstract: 

The experience of EGE monopoly entrance for the providence of state control level of pupils preparation shows that this kind of EGE model does not always correspond to the given aims. This model is sometimes too hard and needs some correction. The aim of this work, which is based on the analyses of such structure of EGE statistics of the results in Saratov region (2009-12) is to show that within the casual process theory it is possible to underline important social trends of pupils’ professional direction and carry out the EGE results as pedagogical demention in the open system for monitoring of education quality system. It gives the opportunity to realize a very important component of the forming system of Russian education quality measurement.

Key words: 
EGE
statistics
random process
law-formed
Zipf-law
education-quality
professional trend
Reference: 
  1. Firstov V. E. Kiberneticheskaya kontseptsiya i matema ticheskie modeli upravleniya didakticheskimi protsessa mi pri obuchenii matematike v shkole i vuze (The cybernetical conception and mathematical models of the didaktikos processes control at mathematical learning in the school and IHE). Saratov, 2010. 511 p.
  2. Rezultaty YeGE v Saratovskoy oblasti v 2010 godu: sbornik statisticheskikh materialov, pod red. T. A. Kichayevoy (The EGE-results in Saratov region in 2010: statistical investigations magazine. Ed. T. A. Kichayeva. Saratov, 2010. 166 p.
  3. Otsenka kachestva obrazovaniya v Saratovskoy oblasti (po rezultatam sdachi YeGE v 2011 godu): sbornik analiticheskikh materialov (1 etap). Chast 1, pod red. G. A. Goncharovoy (The estimation of the education quality in Saratov region (EGE-results in 2011): Analytical magazine (step 1). Part 1. Ed. G. A. Goncharova). Saratov, 2011. 78 p.
  4. Otsenka kachestva obrazovaniya v Saratovskoy oblasti (po rezultatam sdachi YeGE v 2012 godu) : sbornik analiticheskikh materialov (1 etap). Chast 1, pod red. G. A. Goncharovoy (The estimation of the education quality in Saratov region (EGE-results in 2012). Part 1. Ed. G. A. Goncharova). Saratov, 2012. 95 p.
  5. Dunin-Barkovskiy I. V., Smirnov N. V. Teoriya veroyatnostey i matematicheskaya statistika v tekhnike (The probability theory and mathematical statistics in techniks). Moscow, 1955. 556 p.
  6. Peterson L. G. Matematika. 3 klass. Chast 3 (Mathematics. 3-th class. Part 3). Moscow, 2004. 80 p.
  7. Krol V. M. Psikhologiya i pedagogika (Psychology and pedagogics). Moscow, 2004. 325 p.
  8. Mandelbrot B. Teoriya informatsii i psikholingvistika: teoriya chastot slov (Information theory and psycholingwistiques: the theory of word frequencies). Matematicheskiye metody v sotsialnykh naukakh (Mathematical methods in social sciencies). Moscow, 1973, pp. 316–337.
  9. Gnedenko B. V. Kurs teorii veroyatnostey (Course of the probability theory). Moscow, 1988. 448 p.
  10. Obrazovatelnyye strategii abituriyentov SGU-2009, pod red. N. V. Shakhmatovoy (The educational strategies of SSU-abiturients 2009. Ed. N. V. Shakhmatova). Saratov, 2009. 56 p.
  11. Prigozhin I., Nikolis G. Samoorganizatsiya v neravnovesnykh sistemakh (Selforganization in non-equilibrium systems). Moscow, 1979. 512 p.
  12. Malinetskiy G. G. Matematicheskiye osnovy sinergetiki: khaos, struktury, vychislitelnyy eksperiment (Mathematical foundations of synergetics: chaos, structures and calculating experiment). Moscow, 2007. 312 p.
  13. Mandelbrot B. Fraktalnaya geometriya prirody (The fractal geometry of nature). Moscow, 2002. 666 p.
  14. Kelso J. A., Fucs A. Self-organization dynamics of the human brain: Critical instabilities and Shilnikov chaos. Chaos, 1995, vol. 5, no. 1, pp. 64–69.
  15. Pegat A. Nechetkoye modelirovaniye i upravleniye (Fuzzy modeling and control). Moscow, 2009. 798 p.
  16. Portal The College Board. The College Board portal, available at: http://sat.collegeboard.org