Software Support for the Higher Mathematics Course at the Technical University

The paper addresses the challenges of training modern engineers in mathematical disciplines. It emphasizes the need for graduates to possess theoretical knowledge and be capable of using modern software solutions for efficient mathematical calculations. The article discusses the importance of incorporating mathematical software into higher education to enhance the teaching of mathematical disciplines. Explores the potential benefits and challenges of using mathematical software in the learning process, such as the need for coordination among teachers and the importance of familiarizing students with the interfaces of mathematical packages. The paper recommends using specific mathematical software packages, such as Scilab, for scientific and engineering calculations. It also highlights the necessity of guiding students in understanding the practical applications of mathematical software in solving complex mathematical problems. Furthermore, the paper addresses the issue of preventing students from inappropriately using online calculators for tasks, emphasizing the importance of mastering theoretical foundations before utilizing mathematical software packages. The paper generally advocates for a balanced approach that incorporates both traditional theoretical exposition and practical application of mathematical programs in higher education to promote effective teaching and learning of mathematical disciplines.

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Publication Details

Journal
Microsystems Electronics and Acoustics
Published
2024-08-04
DOI
https://doi.org/10.20535/2523-4455.mea.314217
Citations
1
Primary Topic
Experimental Learning in Engineering
Type
article
Field-Weighted Citation Impact
0.32
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article

Software Support for the Higher Mathematics Course at the Technical University

Yurij Butsenko, Oleksii Viktorovych Bogdanov, Iryna Bezklubenko, Olena Balina
1 citations
Microsystems Electronics and Acoustics
Experimental Learning in Engineering
0.32
article

Software Support for the Higher Mathematics Course at the Technical University

Yurij Butsenko, Oleksii Viktorovych Bogdanov, Iryna Bezklubenko, Olena Balina
article en
1 citations

Abstract

The paper addresses the challenges of training modern engineers in mathematical disciplines. It emphasizes the need for graduates to possess theoretical knowledge and be capable of using modern software solutions for efficient mathematical calculations. The article discusses the importance of incorporating mathematical software into higher education to enhance the teaching of mathematical disciplines. Explores the potential benefits and challenges of using mathematical software in the learning process, such as the need for coordination among teachers and the importance of familiarizing students with the interfaces of mathematical packages. The paper recommends using specific mathematical software packages, such as Scilab, for scientific and engineering calculations. It also highlights the necessity of guiding students in understanding the practical applications of mathematical software in solving complex mathematical problems. Furthermore, the paper addresses the issue of preventing students from inappropriately using online calculators for tasks, emphasizing the importance of mastering theoretical foundations before utilizing mathematical software packages. The paper generally advocates for a balanced approach that incorporates both traditional theoretical exposition and practical application of mathematical programs in higher education to promote effective teaching and learning of mathematical disciplines.

Microsystems Electronics and AcousticsVol. 29(2)
Kyiv National University of Construction and Architecture (UA), National Technical University of Ukraine “Igor Sikorsky Kyiv Polytechnic Institute” (UA)
Openalex Percentile: Top 35%
Experimental Learning in Engineering
0.32
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Software Support for the Higher Mathematics Course at the Technical University — Yurij Butsenko, Oleksii Viktorovych Bogdanov, et al. · Microsystems Electronics and Acoustics (2024) | TGRS Research Map | TGRS