IDENTIFICATION OF PATTERNS IN GRADUATES’ PROFESSIONAL INTENTIONS WHEN PROCESSING THE RESULTS OF THE UNIFIED STATE EXAM IN THE UDMURT REPUBLIC

N. V. Latypova
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Abstract

The article summarizes the experience of research devoted to statistical analysis and data processing of the results of the unified state exam (USE) of school graduates of the Udmurt Republic for different periods. It is shown, that the rank-power law of Zipf-Mandelbrot makes it possible to identify the professional intentions of USE respondents who have the property of self-similarity. Thus, the distribution of USE respondents of the Udmurt Republic is similar to the distribution in a separate school or district, which means that the object of study has a fractal-like structure. The metric characteristic of the structure under study is the fractal dimension determined from the Zipf-Mandelbrot regularity. The fractal nature of such an instrument of pedagogical measurement and diagnostics of the control of the education system, which in essence should be the Unified State Exam, has a psychological conditioning: any pedagogical object has its own measure and dimension and is didactically unique, as each individual is unique. This technique allows us to identify a kind of vector of professional intentions, general social trends of professional orientation of school graduates. Therefore, it seems appropriate to include such an analysis in the relevant reporting documents of the upcoming Unified State Exam and to take these trends into account when planning the career guidance work of universities.
在乌德穆尔特共和国处理统一国家考试结果时,毕业生专业意向的模式识别
本文总结了研究乌德穆尔特共和国不同时期学校毕业生统一国家考试(USE)结果的统计分析和数据处理的经验。研究表明,Zipf-Mandelbrot的秩幂律使得识别具有自相似性的USE受访者的专业意图成为可能。因此,乌德穆尔特共和国的USE受访者的分布与单独的学校或地区的分布相似,这意味着研究对象具有分形结构。所研究结构的度量特征是由Zipf-Mandelbrot正则性确定的分形维数。这种教学测量和诊断教育系统控制的工具的分形性质,本质上应该是国家统一考试,具有心理条件:任何教学对象都有自己的测量和维度,并且在教学上是独一无二的,因为每个个体都是独一无二的。这种技术使我们能够识别出一种专业意向的向量,即学校毕业生专业取向的一般社会趋势。因此,在即将到来的全国统一考试的相关报告文件中包含这样的分析,并在规划大学的就业指导工作时考虑到这些趋势,似乎是合适的。
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