Algebraic Thinking (AT) and Computational Thinking (CT) are pivotal competencies in modern education, fostering problem-solving skills and logical reasoning among students. This study presents the initial hypotheses, theoretical framework, and key steps undertaken to explore characterized learning paths and assign practice-relevant tasks. This article investigates the relationship between AT and CT, their parallel development, and the creation of integrated learning paths. Analyses of mathematics and computer science/informatics curricula across six countries (Finland, Hungary, Lithuania, Spain, Sweden, and Türkiye) informed the development of tasks aligned with consolidated national curricula. Curricula were analysed using statistical methods, and content analysis to identify thematic patterns. To validate the effectiveness of the developed tasks for AT and CT, an assessment involving 208 students in K-12 across various grade levels (students aged 9–14) was conducted, with results analysed both statistically and qualitatively. Subsequently, a second quantitative study was carried out among teachers participating in a workshop, providing further insights into the practical applicability of the tasks. The research process was iterative, encompassing cycles of analysis, synthesis, and testing. The study also paid special attention to unplugged activities – tasks that help students learn CT without using computers or digital tools. A local workshop in Hungary, where 26 tasks were tested with students from different grade levels, showed that developing CT and AT effectively requires more time and practice, especially in key topics. The findings underscore the importance of integrating AT and CT through thoughtfully designed learning paths and tasks, including unplugged activities, to enhance students’ proficiency in these areas. This study contributes to the development of innovative educational programs that address the evolving digital competencies required in contemporary education.
In this paper an agreed set of standards, procedures and guidelines on quality assurance for the emergent European Higher Education Area is presented. If this set is implemented, the procedures for the recognition of qualifications will be strengthened. The set has been divided in two groups: there are internal and external standards and guidelines. The internals should be implemented by higher education institutions and under their responsibility. The external standards and guidelines should be implemented by external agencies with the collaboration of the higher education institutions.
A web application has been developed using the Microsoft .NET technology, which allows to use the Mathematica software from any personal computer connected to Internet.
It is not necessary to have the Mathematica software in the own computer, therefore the requirements are limited to have a web browser.
All the power of a high level package for numerical and symbolic calculation can be used with no need to spend great amounts of money in individual licenses.
This allows students to use this software from their houses, by means of a simple interface, in any subject or project with mathematical calculations, even to attend virtual laboratories.
A project is being developed with the main goal of creating an application of web server which allows students to use Mathematica software from their computers without the necessity of installing this software and of programming the necessary algorithms. The project consists of a set of mathematical models programmed with Mathematica and stored in a web server, which has been installed in a computer of our department. At the moment, it is possible to access to the web pages of the application from any computer of the intranet of our School.