Search
prof. dr hab. Joanna Janczewska
Employment
- Dyrektor Instytutu Matematyki Stosowanej at Institute of Applied Mathematics
- Head of Section at Divison of Dynamical Systems
- Professor at Institute of Applied Mathematics
e-Learning courses
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Projekt Specjalnościowy Matematyka 2023
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Bifurkacje w równaniach mechaniki sprężystej, rok akad. 2021/2022
WFTIMS, studia I stopnia, kierunek: Matematyka, specjalność: Matematyka Stosowana, sem. 6
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Projekt specjalnościowy matematyka 2022
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FRAKTALE 22/23
Fraktale: wykład (30 godz.), ćwiczenia (15 godz.), projekt (15 godz.)Semestr zimowy dla studentów I roku II stopnia na kierunku Matematyka, specjalności GiGK.
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Zespołowe projekty badawcze
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Fraktale rok akad. 2023/2024
Celem wykładu jest przybliżenie słuchaczom podstawowych pojęć i faktów z geometrii fraktalnej.
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Bifurkacje w równaniach mechaniki sprężystej
grupa zajęciowa: studenci I stopnia kierunku Matematyka, specjalności Matematyka Stosowana (MS), semestru 6 rok akademicki: 2022/2023
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Projekt badawczy III
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Bifurkacje w równaniach mechaniki sprężystej 2023/24
Wykład i ćwiczenia odbywają się stacjonarnie. Na platformie zamieszczane będą jedynie materiały uzupełniające do naszych zajęć.
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Fraktale 2024/2025
Conducted classes
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Bifurcation in the equations originating from the elasticity theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Bifurcation in the equations originating from the elasticity theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Bifurcation in the equations originating from the elasticity theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Bifurcation in the equations originating from the elasticity theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Research project III
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Research project II
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Fraktals
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Geometry and Computer Graphics
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Fraktals
Faculty of Applied Physics and Mathematics -
Fraktals
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Financial Mathematics
Field of study: Mathematics
Specialization: Geometry and Computer Graphics
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Bifurcation in the equations originating from the elasticity theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Fraktals
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Geometry and Computer Graphics
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Bifurcation in the equations originating from the elasticity theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Układy Dynamiczne i wstęp do chaosu
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Financial Mathematics
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Fraktals
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Geometry and Computer Graphics
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Bifurcation in the equations originating from the elasticity theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Bifurcation theory in differential equations
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Geometry and Computer Graphics
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Bifurcation in the equations originating from the elasticity theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Fraktals
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Geometry and Computer Graphics
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Fraktals
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Geometry and Computer Graphics
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Modernism in Turkey: the contribution of the German- Area Architects
Faculty of Mechanical Engineering -
Podstawy techniki mikro- i nanosystemowej
Faculty of Mechanical Engineering -
Szkoła letnia w ramach "Zintegrowanego Programu Rozwoju Politechniki Gdańskiej"
Faculty of Mechanical Engineering -
Bifurcation theory in differential equations
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Geometry and Computer Graphics
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Introduction to Quantitative Phase Microscopy
Faculty of Mechanical Engineering -
Bifurcation in the equations originating from the elasticity theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Fraktals
Faculty of Applied Physics and Mathematics -
Fraktals
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Geometry and Computer Graphics
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Bifurcation theory in differential equations
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Geometry and Computer Graphics
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Bifurcation theory in differential equations
Faculty of Applied Physics and Mathematics -
Bifurcation in the equations originating from the elasticity theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Final Dissertation
Faculty of Applied Physics and Mathematics -
Fraktals
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Geometry and Computer Graphics
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Bifurcation theory in differential equations
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Geometry and Computer Graphics
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Bifurcation in the equations originating from the elasticity theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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MSc Diploma Thesis
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Diploma Seminar
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Bifurcation theory in differential equations
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Geometry and Computer Graphics
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Bifurcation in the equations originating from the elasticity theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Sobolev space
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Geometry and Computer Graphics
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Final Dissertation
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Fraktals
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Geometry and Computer Graphics
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Bifurcation in the equations originating from the elasticity theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Mathematical Analysis
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Mathematical Analysis
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Fraktals
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Geometry and Computer Graphics
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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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Preparation of master’s thesis
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Bifurcation in the equations originating from the elasticity theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Mathematical Analysis
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Sobolev space
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Preparation of master’s thesis
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Sobolev space
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Fraktals
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Bifurcation in the equations originating from the elasticity theory
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Fraktals
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Preparation of master’s thesis
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Seminary
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Teoria bifurkacji w równaniach różniczkowych
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Compensatory object
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Engineering project
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Fraktale
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Przestrzenie Sobolewa
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Seminary
Faculty of Applied Physics and MathematicsField of study: Mathematics
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Przestrzenie Sobolewa
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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Teoria bifurkacji w równaniach różniczkowych
Faculty of Applied Physics and MathematicsField of study: Mathematics
Specialization: Applied Mathematics
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