470-2601/03 – Bachelor Project I (BCI)

Gurantor department	Department of Applied Mathematics	Credits	4
Subject guarantor	prof. RNDr. Jiří Bouchala, Ph.D.	Subject version guarantor	prof. RNDr. Jiří Bouchala, Ph.D.
Study level	undergraduate or graduate	Requirement	Compulsory
Year	3	Semester	winter
		Study language	Czech
Year of introduction	2019/2020	Year of cancellation
Intended for the faculties	FEI	Intended for study types	Bachelor

Instruction secured by
Login	Name	Tuitor	Teacher giving lectures
BER95	doc. Ing. Petr Beremlijski, Ph.D.
BOU10	prof. RNDr. Jiří Bouchala, Ph.D.
BRI10	prof. Ing. Radim Briš, CSc.
DOS35	prof. RNDr. Zdeněk Dostál, DSc.
HOR33	doc. Ing. David Horák, Ph.D.
KAB002	Ing. Pavla Hrušková, Ph.D.
JAH02	RNDr. Pavel Jahoda, Ph.D.
KAL0063	prof. RNDr. René Kalus, Ph.D.
KOV16	doc. Mgr. Petr Kovář, Ph.D.
KOV74	Mgr. Tereza Kovářová, Ph.D.
KOZ75	prof. Ing. Tomáš Kozubek, Ph.D.
KRA0220	Ing. Jan Kracík, Ph.D.
KRA04	Mgr. Bohumil Krajc, Ph.D.
KUB59	RNDr. Michael Kubesa, Ph.D.
LAM05	prof. RNDr. Marek Lampart, Ph.D.
LIT40	Ing. Martina Litschmannová, Ph.D.
LUK76	doc. Ing. Dalibor Lukáš, Ph.D.
MER126	Ing. Michal Merta, Ph.D.
POS220	Ing. Lukáš Pospíšil, Ph.D.
SIM46	Mgr. Lenka Přibylová, Ph.D.
SAD015	Ing. Marie Sadowská, Ph.D.
VLA04	Ing. Oldřich Vlach, Ph.D.
VOD03	doc. Mgr. Petr Vodstrčil, Ph.D.
VON15	doc. Mgr. Vít Vondrák, Ph.D.
S1A64	RNDr. Petra Vondráková, Ph.D.

Extent of instruction for forms of study
Form of study	Way of compl.	Extent
Full-time	Credit	0+1
Part-time	Credit	0+4

Subject aims expressed by acquired skills and competences

Individual work under a given topic, usually the initial stage of implementation of the thesis.

Teaching methods

Individual consultations

Summary

Student prepare their Bc. Thesis.

Compulsory literature:

To be specifid by the supervisor of bachelor's thesis.

Recommended literature:

To be specifid by the supervisor of bachelor's thesis.

Way of continuous check of knowledge in the course of semester

Conditions for credit: To be specified by the supervier, ususally on the ground of a written document of prescribed number of pages.

E-learning

Other requirements

There are not defined other requirements for student.

Prerequisities

Subject has no prerequisities.

Co-requisities

Subject has no co-requisities.

Subject syllabus:

Exercises: The tutorials are in the form of individual consultations. Projects: To be specified by the superviser of Bc. Thesis.

Conditions for subject completion

Part-time form (validity from: 2019/2020 Winter semester)

Task name	Type of task	Max. number of points (act. for subtasks)	Min. number of points	Max. počet pokusů
Credit	Credit			3

Valid from	Valid until	Mandatory attendence participation
Mar 29, 2019 1:05:20 PM	Jan 2, 2023 1:32:09 PM	*

Mandatory attendence participation: The project is conducted in the form of individual consultations with the diploma thesis supervisor.

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Conditions for subject completion and attendance at the exercises within ISP: Completion of all mandatory tasks within individually agreed deadlines.

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Occurrence in study plans

Academic year	Programme	Form	Study language	Tut. centre	Year	Type of duty
2024/2025	(B0541A170008) Computational and Applied Mathematics	P	Czech	Ostrava	3	Compulsory	study plan
2024/2025	(B0541A170008) Computational and Applied Mathematics	K	Czech	Ostrava	3	Compulsory	study plan
2023/2024	(B0541A170008) Computational and Applied Mathematics	P	Czech	Ostrava	3	Compulsory	study plan
2023/2024	(B0541A170008) Computational and Applied Mathematics	K	Czech	Ostrava	3	Compulsory	study plan
2022/2023	(B0541A170008) Computational and Applied Mathematics	K	Czech	Ostrava	3	Compulsory	study plan
2022/2023	(B0541A170008) Computational and Applied Mathematics	P	Czech	Ostrava	3	Compulsory	study plan
2021/2022	(B0541A170008) Computational and Applied Mathematics	P	Czech	Ostrava	3	Compulsory	study plan
2021/2022	(B0541A170008) Computational and Applied Mathematics	K	Czech	Ostrava	3	Compulsory	study plan
2020/2021	(B0541A170008) Computational and Applied Mathematics	P	Czech	Ostrava	3	Compulsory	study plan
2020/2021	(B0541A170008) Computational and Applied Mathematics	K	Czech	Ostrava	3	Compulsory	study plan
2019/2020	(B0541A170008) Computational and Applied Mathematics	P	Czech	Ostrava	3	Compulsory	study plan
2019/2020	(B0541A170008) Computational and Applied Mathematics	K	Czech	Ostrava	3	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

2023/2024 Winter

2022/2023 Winter