Mutual influence definition of high school students’ basic educational dominants and aspiration levels
DOI:
https://doi.org/10.51707/2618-0529-2020-18-07Abstract
The appearance of synergistic effect in the humanist (by L. Zade definition) educational systems according to known Hegelian law should be accompanied by quantitative and qualitative transformations of certain indicators characterizing the human factors influence on decision making. It is proved that such indicators are basic educatio- nal dominants which determine the attitude towards risk and characterize the motivation to achieve success (risk-- taking) / failure avoidance (risk aversion) and the aspiration level, which is one of personality backbone factors and characterize the self-assessment adequacy. Basic educational dominants are found through the solution of the closed decision-making task by constructing a limited points number (five) and further analysis of the estimated utility function of the 12-point scale continuum. Characteristic points of this function are the so-called determined lottery equivalents with corresponding utility n0,25, n0,5, n0,75.The aspiration levels are found through the open decision-making problem solution by constructing on a formal- ly unlimited number of points and further utility function analysis of the 12-point scale continuum. Characteristic points of the estimation function: n– the education result, which corresponds to the negative jump of usefulness in the imagination of those, who study on the acceptability of a particular level of the scale; n0 — the education result, which corresponds to the transition from a negative to a positive perception ratings of the scale; n* is the learning outcome that corresponds to the maximum positive jump of usefulness in the perception of a certain mark on the scale, which in this case is considered as the aspiration level. The m = 208 ninth-graders set the ratio of people who are vulnerable, indifferent and risk-taking in the proportion: VUL: IND: RT 1: 2.27: 10.6.By the prioritization method it was dephased a qualitative rank estimates of 12-point scale giving them corresponding weighted coefficients of significance. Students’ aspiration levels identity regardless of attitude to risk is established, as well as greater consistency of opinions of those tested regarding the acceptability of higher scale scores. Charac- teristic points’ correlation analysis of the utility functions constructed for closed and open decision-making problems revealed a statistically probable relationship between the characteristic points: n0,25–n–, n0,5–n0, n0,75–n*.
References
Nikolis, H., Prigozhin, I. (1990). Poznanіe slozhnoho [Complex issues cognition]. Moscow, Myr [in Russian].
Khaken, H. (2003). Tajny prirody. Sinerhetika: uchenіe o vzaimodejstvii [Secrets of nature. Synergetics: the interaction doctrine]. Moscow, Yzhevsk, YKY [in Russian].
Sharonіn, Yu. V. (1999). Sinergetika v upravlenii uchrezhdenijami obrazovanija [Synergetics in the management of educational institutions]. Vysshee obrazovanie — Higher education, 4, 14–18 [in Rus sian].
Kremenj V. Gh., Iljjin V. V. Synerghetyka v osviti: kontekst ljudynocentryzmu [Synergetics in educa- tion: the humancentrism context]. Kyjiv, Pedagho ghichna dumka [in Ukrainian].
Zade L. (1976). Ponjatie lingvisticheskoj peremen- noj i ego primenenie k prinjatiju priblizhennyh reshenij [The concept of a linguistic variable and its application to making approximate decisions]. Moyseeva N. N. & Orlovskij S. A. (Ed.). (N. Y. Rynho, Trans). Moscow, Myr [in Russian].
Reva O. M., Kamyshyn V. V., Radecjka C. V., Maly noshevsjka O. V., Burdeljna Ye. A. & Lypchansj- ka L. M. (2019). Metody i modeli kvalimetrii syner- hetychnoho efektu u dydaktyci [Synergistic effect qualimetry methods and models in didactics]. Reva O. M. & Kamyshyn V. V. (Ed.). Kyjiv, Instytut obdarovanoji dytyny NAPN Ukrajiny [in Ukrainian].
Kamyshyn V. V., Reva, O. M., Burdeljna, Ye. A. & Trushkovsjkyj, K Yu. (2019). Synerghetyka osobystisnooriientovanogho rozvytku akademichnoi obdarovanosti [Personalityoriented development syner getics of academic giftedness]. Osvita ta rozvytok obdarovanoi osobystosti: shhokvartaljnyj naukovo metodychnyj zhurnal — Education and development of gifted personality: quarterly scientificmethodical journal. Kyjiv, Instytut obdarovanoji dytyny NAPN Ukrajiny, 1 (72), 53–62 [in Ukrainian].
Kamyshyn V. V., & Reva O. M. (2012). Metody sy stemnogho analizu u kvalimetrii navchaljnovy khovnogho procesu [System analysis methods in the qualimetry of the educational process]. Kyjiv, TOA “Informatsijni systemy” [in Ukrainian].
Kamyshyn V. V. (2014). Teoretykometodologhich- ni osnovy systemnoinformacijnoji kvalimetriji v upravlinni navchaljnovykhovnym procesom [Theo retical and methodological foundations of system information qualimetry in the educational process management]. Extended abstract of Doctor’s thesis. Kyjiv [in Ukrainian].
Kozeleckij Yu. & Birjukov B. V. (1979). Psihologi cheskaja teorija reshenij [Psychological Decision Theory]. (H. E. Mints, V. N. Porus, Trans). Moscow, Progress [in Russian].
Trushkovsjkyj K Yu. (2017). Kvalimetrychni osob lyvosti 12baljnoji shkaly ocinjuvannja znanj uchniv/studentiv. [Qualimetric features of a 12point student assessment scale]. Osvita ta rozvytok obdarovanoji osobystosti: shhokvartaljnyj naukovometodychnyj zhurnal — Education and development of gifted personality: quarterly scientificmethodical journal. Instytut obdarovanoji dytyny NAPN Ukrajiny, 10, 16–19 [in Ukrainian].
Kamyshyn V. V. (2013). Defazyfikacija baljnykh shkal dlja otrymannja koeficijentiv bazhanosti jikh ocinok. [Deposification of point scales to ob- tain their scores’ desirability coefficients]. Osvita
ta rozvytok obdarovanoji osobystosti: shhomis- jachnyj naukovometodychnyj zhurnal. — Education and development of gifted personality: quarterly scientificmethodical journal. Kyjiv, Instytut obdarovanoji dytyny NAPN Ukrajiny,11 (18), 53–60 [in Ukrainian].
Suhodol’skij G. V. Osnovy matematicheskoj statistiki dlja psihologov [Mathematical Statistics fun- damentals for psychologists]. SPb., Іzdvo S.Peterburgskogo unta [in Russian].
Mjuller P., Nojman P., Shtorm R. Tablicy po matema ticheskoj statistike [Math statistics tables]. Moscow, Finansy i statistika [in Russian].
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