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310-2200/01 – Numerical Methods with Matlab (NMsM)
Gurantor department
Department of Mathematics and Descriptive Geometry
Credits
5
Subject guarantor
Mgr. Jiří Krček
Subject version guarantor
Mgr. Jiří Krček
Study level
undergraduate or graduate
Requirement
Compulsory
Year
2
Semester
summer
Study language
Czech
Year of introduction
2019/2020
Year of cancellation
Intended for the faculties
FMT
Intended for study types
Bachelor
Instruction secured by
Login
Name
Tuitor
Teacher giving lectures
KRC76
Mgr. Jiří Krček
Extent of instruction for forms of study
Form of study
Way of compl.
Extent
Full-time
Credit and Examination
2+3
Part-time
Credit and Examination
11+0
Subject aims expressed by acquired skills and competences
The course is devoted to basic numerical methods of the linear algebra and mathematical analysis: iterative methods for solving of nonlinear equations, direct and iterative methods for solving of linear systems, eigenvalue problems, interpolation and approximation of functions, numerical computation of derivatives and integrals, solving of ordinary differential equations. The programming system Matlab is used during the course.
Teaching methods
Lectures
Tutorials
Summary
Compulsory literature:
[1] Boháč, Z.: Numerical Methods and Statistics. VŠB-TU Ostrava, 2005.
ISBN 80-248-0803-X
Recommended literature:
[1] Qaurteroni, A., Sacco, R., Saleri, F.: Numerical Mathematics. Springer, 2007,
ISBN 978-3-540-34658-6
. [2] Süli, E., Mayers, D.: An introduction to Numerical Analysis. Cambridge University Press, 2003,
ISBN 0-521-00794-1
.
Way of continuous check of knowledge in the course of semester
Homework, tests.
E-learning
https://lms.vsb.cz/
Other requirements
No special requirements.
Prerequisities
Subject code
Abbreviation
Title
Requirement
310-2211
M I
Mathematics I
Recommended
310-2212
M II
Mathematics II
Recommended
Co-requisities
Subject has no co-requisities.
Subject syllabus:
English: 1. Introduction (precisions, methods) 2. Roots finding (bisection method, Newton method) 3. Linear solver (Lu-factorization) 4. Iteratice methods for linear equations 5. Interpolation and splines 6. Least square method 7. Numerical intergrations 8. ODE solver
Conditions for subject completion
Part-time form (validity from: 2019/2020 Winter semester, validity until: 2022/2023 Summer semester)
Task name
Type of task
Max. number of points
(act. for subtasks)
Min. number of points
Max. počet pokusů
Credit and Examination
Credit and Examination
100
(100)
51
Credit
Credit
Examination
Examination
100
51
3
Mandatory attendence participation:
At least one lesson is obligatory.
Show history
Valid from
Valid until
Mandatory attendence participation
Apr 9, 2019 1:27:53 PM
Feb 16, 2023 4:31:39 PM
At least one lessonis obligatory.
Apr 9, 2019 1:26:23 PM
Apr 9, 2019 1:27:53 PM
z
Conditions for subject completion and attendance at the exercises within ISP:
In order to complete credit, students submit homework and pass test. Participation on the lessons is not required. Based on a successfully completed credit, they can pass the exam.
Show history
Valid from
Valid until
Conditions for subject completion and attendance at the exercises within ISP
Feb 16, 2023 4:29:22 PM
Feb 16, 2023 4:31:39 PM
In order to complete credit, students submit homework and pass test. Participation in the exercises is not required. Based on a successfully completed credit, they can pass the exam.
Occurrence in study plans
Academic year
Programme
Branch/spec.
Spec.
Zaměření
Form
Study language
Tut. centre
Year
W
S
Type of duty
2025/2026
(B0712A130004) Chemical and environmental engineering
P
Czech
Ostrava
2
Compulsory
study plan
2024/2025
(B0712A130004) Chemical and environmental engineering
P
Czech
Ostrava
2
Compulsory
study plan
2023/2024
(B0712A130004) Chemical and environmental engineering
P
Czech
Ostrava
2
Compulsory
study plan
2022/2023
(B0712A130004) Chemical and environmental engineering
P
Czech
Ostrava
2
Compulsory
study plan
2022/2023
(B0713A070001) Thermal energetics engineering
P
Czech
Ostrava
2
Compulsory
study plan
2022/2023
(B0713A070001) Thermal energetics engineering
K
Czech
Ostrava
2
Compulsory
study plan
2021/2022
(B0712A130004) Chemical and environmental engineering
P
Czech
Ostrava
2
Compulsory
study plan
2021/2022
(B0713A070001) Thermal energetics engineering
K
Czech
Ostrava
2
Compulsory
study plan
2021/2022
(B0713A070001) Thermal energetics engineering
P
Czech
Ostrava
2
Compulsory
study plan
2020/2021
(B0712A130004) Chemical and environmental engineering
P
Czech
Ostrava
2
Compulsory
study plan
2020/2021
(B0713A070001) Thermal energetics engineering
K
Czech
Ostrava
2
Compulsory
study plan
2020/2021
(B0713A070001) Thermal energetics engineering
P
Czech
Ostrava
2
Compulsory
study plan
2019/2020
(B0713A070001) Thermal energetics engineering
P
Czech
Ostrava
2
Compulsory
study plan
2019/2020
(B0712A130004) Chemical and environmental engineering
P
Czech
Ostrava
2
Compulsory
study plan
2019/2020
(B0713A070001) Thermal energetics engineering
K
Czech
Ostrava
2
Compulsory
study plan
Occurrence in special blocks
Block name
Academic year
Form of study
Study language
Year
W
S
Type of block
Block owner
Assessment of instruction
2022/2023 Summer
2021/2022 Summer
2020/2021 Summer