Obligatory courses for 1st grade JSIM (course group defined by Faculty of Mathematics, Informatics, and Mechanics)
Course group schedules
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Key
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2023Z - Winter semester 2023/24 2023L - Summer semester 2023/24 2024Z - Winter semester 2024/25 2024L - Summer semester 2024/25 (there could be semester, trimester or one-year classes) |
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| 1000-211bWPI |
 
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n/a |
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n/a |
Classes
Winter semester 2023/24
Groups
Brief description
Basic introductory course in the field of computer science. It presents concepts of algorithms and programs, principles of writing, designing and verification of computer programs, including considerations about the algorithms complexity. The course also covers programming techniques and data structures used in small and medium-scale programming. |
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| 0000-BHP-OG |
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n/a | n/a |
Classes
Winter semester 2023/24
Groups
- ESOO - European programme in ophthalmic optics and optometry; 1st year courses (Faculty of Physics)
- (in Polish) ZFBM - Zastosowania fizyki w biologii i medycynie; przedmioty dla I roku (Faculty of Physics)
- (in Polish) Przedmioty obowiązkowe dla I r. studiów licencjackich-Finanse i Inwestycje Międzynarodowe (Faculty of Economic Sciences)
- (in Polish) Przedmioty obowiązkowe na WNE dla I r. licencjackich : Ekonomia, specjalność: MSEMen (Faculty of Economic Sciences)
- Mandatory courses for I-year, 1st cycle students of Economic - basics (Faculty of Economic Sciences)
- (in Polish) Przedmioty obowiązkowe dla 1 roku DSFIR wieczorowe sem. zimowy (Faculty of Management)
- (in Polish) Minimum programowe specjalności: Literatura i kultura polska w perspektywie europejskiej i światowej (Faculty of Polish Studies)
- (in Polish) Przedmioty obowiązkowe dla I roku specjalności LiKPwPEiŚ - stacjonarne 1-go stopnia (Faculty of Polish Studies)
- (in Polish) Przedmioty obowiązkowe dla I roku filologii polskiej - stacjonarne 1-go stopnia (Faculty of Polish Studies)
- (in Polish) Sztuka pisania - stacjonarne 1. stopnia - przedmioty obowiązkowe - 1 r. (Faculty of Polish Studies)
- (in Polish) Przedmioty obowiązkowe dla studentów I roku studiów I stopnia (licencjackich) IKP (Institute of Polish Culture)
- (in Polish) Przedmioty obowiązkowe dla filologii klasycznej - I roku studiów 1go stopnia (Institute of Classic Studies)
- (in Polish) Logopedia ogólna i kliniczna (PRK) - 1 rok 1. st. (Institute of Applied Polish Studies)
- (in Polish) Filologia bałtycka - minimum programowe (3020...) (Department of General Linguistics, Sign Language Linguistics and Baltic Studies)
- (in Polish) Przedmioty obowiązkowe dla I roku filologii bałtyckiej - studia 1-go stopnia (Department of General Linguistics, Sign Language Linguistics and Baltic Studies)
- (in Polish) Przedmioty fakultatywne (i do wyboru) dla studentów studiów stacjonarnych (Institute of Musicology)
- (in Polish) Przedmioty obowiązkowe dla I r. studiów stacjonarnych I stopnia (Institute of Musicology)
- (in Polish) Przedmioty obowiązkowe na I sem. stacjonarnych i niestacjonarnych (wieczorowych) studiów I stopnia (Department of Central and East European Intercultural Studies)
- (in Polish) Przedmioty obowiązkowe dla I roku studiów stacjonarnych pierwszego stopnia (Inter-Faculty East Slavonic Studies)
Brief description
The subject of the course is the acquisition of basic knowledge in the field of occupational safety and health, elements of labor law, fire protection as first aid in the event of an emergency. |
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| 1000-212cPO | n/a |
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n/a |
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Classes
Summer semester 2023/24
Groups
Brief description
Presentation of fundamental notions and problems of object-oriented programming. During the course the notions of a class and an object are introduced as well as encapsulation, inheritance and polymorphism. Formalisms for describing object-oriented designs and programs are presented. During laboratory hours students are supposed to write small programs illustrating topics presented in the lectures and describe their solutions using adopted design notation. |
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| 1000-211bPM |
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n/a |
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n/a |
Classes
Winter semester 2023/24
Groups
Brief description
Introducing the basic notions of set theory and logic. Developing the mathematical skills of students, in particular the ability to use abstract mathematical tools and prove theorems. |
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| 1000-112bGA2* | n/a |
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n/a |
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Classes
Summer semester 2023/24
Groups
Brief description
No brief description found, go to course home page to get more information.
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| 1000-112bGA2a | n/a |
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n/a |
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Classes
Summer semester 2023/24
Groups
Brief description
(in Polish) Endomorfizmy przestrzeni liniowych, ślad i wyznacznik endomorfizmu, wektory i wartości własne, diagonalizacja. Iloczyny skalarne, bazy ortonormalne, ortogonalizacja Grama-Schmidta, kryterium Sylvestera, macierz Grama, iloczyn wektorowy. Przekształcenia przestrzeni euklidesowych liniowych, izometrie, macierze ortogonalne, przekształcenia samosprzężone i ich diagonalizacja, iloczyny hermitowskie i diagonalizacja przekształceń unitarnych. Formy dwuliniowe i ich diagonalizacja, kryterium Sylvestera o bezwładności. Przestrzenie i przekształacenia afiniczne, bazy punktowe, przestrzenie i przekształcenia styczne. Przestrzenie euklidesowe afiniczne, ich izometrie, odległość, miara objętości. Funcje wielomianowe, hiperpowierzchnie stopnia dwa w rzeczywistej przestrzeni afinicznej. Elementy teorii kategorii. |
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| 1000-111bGA1a |
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n/a |
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n/a |
Classes
Winter semester 2023/24
Groups
Brief description
The course GAL I is concerned with the study of systems of linear equations over fields. We define a field and study properties of fields of real and complex numbers. The solution set of a system of linear equations will be endowed with the structure of a linear space. Matrices representing linear equations and linear transformations will be the main tool. |
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| 1000-212bAKSO | n/a |
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n/a |
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Classes
Summer semester 2023/24
Groups
Brief description
Construction and principles of operation of modern computers, low-level programming, application binary interface, the role and tasks of the operating system, techniques for managing basic computer hardware resources: processor, main memory and input-output devices. |
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| 1000-112bAM2* | n/a |
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n/a |
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Classes
Summer semester 2023/24
Groups
Brief description
No brief description found, go to course home page to get more information.
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| 1000-112bAM2a | n/a |
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n/a |
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Classes
Summer semester 2023/24
Groups
Brief description
The course is a continuation of Analiza matematyczna I.1. It covers the differential and integral calculus of one variable, starting from the notion of a derivative and its applications (de l'Hospital's rule, Taylor polynomials), through sequences and series of functions and their convergence (Weierstrass' test for absolute convergence, Arzela-Ascoli theorem), properties of power series, to the theory of the Riemann integral, improper integrals and their applications (length of C1 curves, Euler's Γ function, Wallis' formula). |
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| 1000-111bAM1a |
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n/a |
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n/a |
Classes
Winter semester 2023/24
Groups
Brief description
The course introduces the fundamental notions of differential calculus in one variable. It covers properties of real and rational numbers, mathematical induction, limits of sequences (including the Bolzano-Weierstrass theorem), convergence of series (from basic criteria to the Cauchy multiplication of series), limits and continuity of a function of one variable, properties of continuous functions (intermediate value property, Weierstrass' theorem), convex functions and the notion of a derivative. |
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