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Lecturer(s)
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Course content
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The course covers fundamental topics in high school and college mathematics, primarily with the aim of standardizing students' diverse knowledge. The selected topics are taught in the context of their application in geoinformatics. 1. Mathematical Repertory 2. Goniometry 3. Functions 4. Introduction to linear algebra (vectors, matrices) 5. Sequences, series, limits 6. Derivation 7. Integrals 8. Basic combinatorial concepts 9. Introduction to probability theory 10. Propositional logic
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Learning activities and teaching methods
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Lecture, Monologic Lecture(Interpretation, Training)
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Learning outcomes
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The aim of this course is to familiarize students with the fundamentals of college-level mathematics as applied to geoinformatics.
The course focuses on the acquisition of knowledge. Define key terms, describe the main approaches to demonstrate theoretical knowledge for solving problems.
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Prerequisites
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Knowledge of high school mathematics.
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Assessment methods and criteria
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Written exam
Student has to prove the knowledge of the subject topics.
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Recommended literature
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Hron, K., & Kunderová, P. (2013). Základy počtu pravděpodobnosti a metod matematické statistiky. Olomouc.
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Klůfa, J. (2025). Matematika pro všechny programy Vysoké školy ekonomické. Jesenice.
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Kojecká, J., Kojecký, T. Matematická analýza pro I. semestr. Olomouc. 2001.
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Kojecká, J., Kojecký, T., Závodný, M. (2004). Úvod do matematiky pro geoinformatiky. Olomouc.
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Kojecká, J., Závodný, M. Příklady z matematické analýzy. Olomouc. 1999.
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