Diferenciālvienādojums kā matemātisks modelis augstākās matemātikas kursā
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Latvijas Universitāte
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Abstract
Maģistra darbs satur teorijas jautājumu apskatu, praktisko daļu un pielikumu. Teorijas daļā aplūkotas galvenokārt 1. un 2. kārtas diferenciālvienādojumu, kā arī lineāru diferenciālvienādojumu sistēmas atrisināšanas metodes. Praktisko daļu veido diferenciālvienādojumu sastādīšanas uzdevumi ar atrisinājumiem un metodiskiem norādījumiem. Pielikumā ir uzdevumu komplekti studentu patstāvīgam darbam par diferenciālvienādojumu sastādīšanu.
Master work contains theoretic questions review, practical part and addition. Theoretical part mainly deals with the first and second order differential equation as well as methods of solution for systems of linear differential equation. Practical part consists of differential equation building tasks with answers and methodical instructs. Inclosed is summed students completions for self - contained works about differential equation composition.
Master work contains theoretic questions review, practical part and addition. Theoretical part mainly deals with the first and second order differential equation as well as methods of solution for systems of linear differential equation. Practical part consists of differential equation building tasks with answers and methodical instructs. Inclosed is summed students completions for self - contained works about differential equation composition.