Alma Turganbayeva
Al-Farabi Kazakh National University (Republic of Kazakhstan)
Maktagali Bektemessov
Abai Kazakh National Pedagogical University (Republic of Kazakhstan)
Marina Skiba
Financial Academy (Republic of Kazakhstan)
https://doi.org/10.53656/ped2022-2.04
Abstract. The article discusses the problem of determining the learning outcomes for educational programs of the university, including at the program level and the level of individual disciplines included in the program. The goal is to substantiate the understanding of the definition of learning outcomes at a university as an inverse ill-posed problem within the framework of the theory of ill-posed problems, which will allow further reengineering of the educational process at a university based on models of inverse and ill-posed problems. The article identifies the types of uncertainty inherent in education, which affect the possibility of an incorrect decision. The publication substantiates a new understanding of the educational process focused on learning outcomes at a university, as a process of finding a solution to an inverse incorrect problem. In this case, the learning outcomes formulated for a specific educational program are considered as an available solution to the inverse problem. The research carried out by the authors made it possible to construct a mathematical model of the educational process at the university and identify its components. The authors demonstrate that the optimal way to design the educational process is to design it as an inverse problem, and the list of disciplines, their content and the corresponding learning outcomes are determined and developed at subsequent stages, focusing on the goals of the program.
Keywords: university management; inverse problems; incorrect problems; incorrectness of the educational process; classification of types of uncertainty and incorrectness; learning outcomes; design of the educational process; mathematical models in education
Свързани статии:
Teachers’ Attitudes Bout Teaching And Learning Mathematics
Challenges of Digital Transformation in Education: a Comparative Analysis of Students’ Opinion
The Role of the Universities as Accelerators for the Integration of the Stem Learning Methods in the Primary and Secondary Schools
The Penetrability of Conclusive Forms in Modern Bulgarian Language
