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dr Joanna Cyman
Employment
- Assistant professor at Institute of Applied Mathematics
e-Learning courses
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Algebra liniowa 2022
Algebra liniowa z geometrią (FIZ1B0061); Fizyka Techniczna (WFTiMS), I stopnia - inżynierskie, stacjonarne.
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Algebra liniowa 2 (2022/23)
Kurs algebry liniowej semestr 2 matematyki, rok akad. 2022/2023
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Technologie informacyjne 2022
WFTiMS, matematyka, studia I stopnia, I semestr
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Technologie informacyjne. Matematyka semestr 1 studiów 1 stopnia
Technologie Informacyjne
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Projekt Specjalnościowy Matematyka 2023
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Analiza matematyczna I 2022/2023
Analiza matematyczna II (FT1001); Fizyka Techniczna (WFTiMS), I stopnia - inżynierskie, stacjonarne.
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Analiza matematyczna II 2022
Analiza matematyczna II (FT1001); Fizyka Techniczna (WFTiMS), I stopnia - inżynierskie, stacjonarne.
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Projekt specjalnościowy matematyka 2022
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Algebra liniowa 2023
Algebra liniowa z geometrią (FIZ1B0061); Fizyka Techniczna (WFTiMS), I stopnia - inżynierskie, stacjonarne.
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Wstęp do logiki i teorii mnogości 2023/2024
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Wstęp do logiki i teorii mnogości 2022/2023
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Analiza matematyczna II 2023
Analiza matematyczna II (FT1001); Fizyka Techniczna (WFTiMS), I stopnia - inżynierskie, stacjonarne.
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Standardowy kurs Joanny Czerskiej
To jest mój kurs, który stanowi punkt wyjścia do tworzenia innych kursów
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Analiza Matematyczna Fizyka
Kurs zawiera materiały do wykładów i ćwiczeń z Analizy Matematycznej dla studentów kierunków Fizyka Techniczna i Podstawy Nauk Technicznych (semestr 1 i 2) na WFTiMS.
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Algebra liniowa 2023/2024
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Zajęcia dodatkowe z matematyki P2ETARDA
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rachunek prawdopodobieństwa
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Kurs wyrównawczy z matematyki
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Wstęp do logiki i teorii mnogości 2024/2025
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Rachunek prawdopodobieństwa I 2023/2024
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Algebra liniowa II 2023/2024
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Technologie informacyjne 2024
WFTiMS, matematyka, studia I stopnia, I semestr
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Algebra liniowa [2024/25]
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Projekt specjalnościowy 2024 matematyka
platforma wspólna dla projektów specjalnościowych sem 6
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Technologie informacyjne 2023
WFTiMS, matematyka, studia I stopnia, I semestr
Conducted classes
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Linear Algebra
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Linear Algebra
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Linear algebra
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Introduction to logic and set theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Linear algebra
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Introduction to logic and set theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Linear algebra with geometry
Faculty of Applied Physics and MathematicsField of study: Technical Physics
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Mathematical analysis II
Faculty of Applied Physics and MathematicsField of study: Technical Physics
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Analiza matematyczna I
Faculty of Applied Physics and Mathematics
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Analiza matematyczna I
Faculty of Applied Physics and MathematicsField of study: Technical Physics
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Introduction to logic and set theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Linear algebra with geometry
Faculty of Applied Physics and MathematicsField of study: Technical Physics
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Mathematical analysis II
Faculty of Applied Physics and MathematicsField of study: Technical Physics
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Introduction to logic and set theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Mathematical analysis II
Faculty of Applied Physics and MathematicsField of study: Technical Physics
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Mathematical analysis II
Faculty of Applied Physics and Mathematics -
Analiza matematyczna I
Faculty of Applied Physics and MathematicsField of study: Technical Physics
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Linear algebra with geometry
Faculty of Applied Physics and MathematicsField of study: Technical Physics
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Linear algebra with geometry
Faculty of Applied Physics and Mathematics
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Introduction to logic and set theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Mathematical analysis II
Faculty of Applied Physics and MathematicsField of study: Technical Physics
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Diploma Seminar (DA)
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Data Analytics
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Analiza matematyczna I
Faculty of Applied Physics and MathematicsField of study: Technical Physics
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Analiza matematyczna I
Faculty of Applied Physics and Mathematics -
Linear algebra with geometry
Faculty of Applied Physics and MathematicsField of study: Technical Physics
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Linear algebra with geometry
Faculty of Applied Physics and MathematicsField of study: Technical Physics'
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Introduction to logic and set theory
Faculty of Applied Physics and Mathematics
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Introduction to logic and set theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Linear algebra with geometry
Faculty of Applied Physics and MathematicsField of study: Technical Physics
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Mathematical analysis I
Faculty of Applied Physics and MathematicsField of study: Technical Physics'
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Analiza matematyczna I
Faculty of Applied Physics and MathematicsField of study: Technical Physics
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Introduction to logic and set theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Introduction to logic and set theory
Faculty of Applied Physics and Mathematics
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Final Dissertation
Faculty of Applied Physics and MathematicsField of study: Mathematics
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MSc Diploma Thesis
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Introduction to logic and set theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Introduction to logic and set theory
Faculty of Applied Physics and Mathematics
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Introduction to logic and set theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Final Dissertation
Faculty of Applied Physics and MathematicsField of study: Mathematics
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MSc Diploma Thesis
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Introduction to logic and set theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Preparation of master’s thesis
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Final Dissertation
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Introduction to logic and set theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Praca dyplomowa licencjacka
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Introduction to logic and set theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Preparation of master’s thesis
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Combinatorics
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Combinatorics
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Introduction to logic and set theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Preparation of master’s thesis
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Engineering project
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Introduction to logic and set theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Introduction to logic and set theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
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