| Obě strany předchozí revizePředchozí verzeNásledující verze | Předchozí verzeNásledující verzeObě strany příští revize |
| mathematics:mathematics_i [2017/09/22 11:20] – Tomáš Bodnár | mathematics:mathematics_i [2017/10/01 17:18] – Tomáš Bodnár |
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| === Content: === | === Content: === |
| Introduction to linear algebra - vectors, vector spaces, matrices, determinants, systems of linear equations. Analytic geometry in E3 - straight lines and planes. Calculus of functions of one variable - limit, continuity, derivative, extremes, behaviour of a function, indefinite integral, methods of integration, definite integral. | Introduction to linear algebra - vectors, vector spaces, matrices, determinants, systems of linear equations. Analytic geometry in E3 - straight lines and planes. Calculus of functions of single variable - limit, continuity, derivative, extrema, behaviour of a function, indefinite integral, methods of integration, definite integral. |
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| * {{ :mathematics:ma1_2017_requirements_a.pdf|Preliminary plan}} of lectures (level Alpha) in academic year 2017/18 | * {{ :mathematics:ma1_2017_requirements_a.pdf|Preliminary plan}} of lectures (level Alpha) in academic year 2017/18 |
| | * {{ :mathematics:ma1_2017_requirements_b.pdf |Preliminary plan}} of lectures (level Beta) in academic year 2017/18 |
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| === Lecturers === | === Lecturers === |
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| [[tomas.bodnar@fs.cvut.cz|Ing. Mgr. Tomáš Bodnár, CSc.]], Office: KN:D-303 | [[tomas.bodnar@fs.cvut.cz|Mgr. Ing. Tomáš Bodnár, Ph.D.]], Office: KN:D-303 |
| * lectures: Monday, 15:00 - 16:30 and Wednesday 9:00 - 10:30. | * lectures: Monday, 15:00 - 16:30 and Wednesday 9:00 - 10:30. |
| [[tomas.neustupa@fs.cvut.cz|RNDr. Tomáš Neustupa, Ph.D.]], Office: KN:B-214 | [[tomas.neustupa@fs.cvut.cz|RNDr. Tomáš Neustupa, Ph.D.]], Office: KN:B-214 |
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| === Exams === | === Exams === |
| Students can choose between the levels A (Alpha-standard) or B (Beta-lower), not later than 2 days before the exam. The exam has a written form. Students are supposed to know and understand notions named in the plan of lectures, to know and understand named theorems (including their assumptions) and to be able to apply the theorems to simple problems. Students are recommended to solve individually problems from exam tests from previous years. The level of these problems corresponds to the exam of level A. Material required for the exam of level A coincides with the contents of lectures (without the 13th week) and with the contents of tutorials. The difference between the exams of levels A and B is especially in the choice and complexity of problems solved in the exam test. | Students can choose between the levels A (Alpha-standard) or B (Beta-lower), not later than 2 days before the exam. The exam has a written form. Students are supposed to know and understand notions named in the plan of lectures, to know and understand named theorems (including their assumptions) and to be able to apply the theorems to simple problems. Students are recommended to solve individually problems from exam tests from previous years. The level of these problems corresponds to the exam of level A. Material required for the exam of level A coincides with the contents of lectures and with the contents of tutorials. The difference between the exams of levels A and B is especially in the choice and complexity of problems solved in the exam test. |
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| There are several necessary conditions to be fulfilled by students in order to be admitted to the exam: | There are several necessary conditions to be fulfilled by students in order to be admitted to the exam: |
| These conditions will be followed strictly, without any exceptions. | These conditions will be followed strictly, without any exceptions. |
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| //The detailed information will be available in the Notice of exams from Mathematics II for the academic year 2017/18 (will be published in December 2017).// | //The detailed information will be available in the ''Notice of exams'' from Mathematics I for the academic year 2017/18 (will be published in December 2017).// |
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| __//Advantage of exam level A//__: The exam of level A provides two more credits than the exam of level B. Students, who finish the named courses (exact information on the list of these courses is provided by the study department) with the exam of level A, can complete the bachelor programme already after three years (in an individual study programme) and they are accepted to the master programme without entrance exams. | __//Advantage of exam level A//__: The exam of level A provides three more credits than the exam of level B. Students, who finish the named courses (exact information on the list of these courses is provided by the study department) with the exam of level A, can complete the bachelor programme already after three years (in an individual study programme) and they are accepted to the master programme without entrance exams. |
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| === Literature: === | === Literature: === |
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| === Timetable: === | === Timetable: === |
| {{ :mathematics:screenshot_20170922_110717.png?820 |}} | {{ :mathematics:screenshot_20171001_191306.png?820 |}} |
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| [[:predmet|<-back]] | [[:predmet|<-back]] |
