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Sigma-additive functions and absolutely continuous measures

Karolina Marcinkowska

Diploma type
Engineer's / Bachelor of Science
Diploma type
Bachelor thesis
Author
Karolina Marcinkowska (FMIS) Karolina Marcinkowska,, Faculty of Mathematics and Information Science (FMIS)
Title in Polish
Funkcje przeliczalnie addytywne i miary alsolutnie ciągłe
Supervisor
Agnieszka Badeńska (FMIS/DODE) Agnieszka Badeńska,, Department of Ordinary Differential Equations (FMIS/DODE)Faculty of Mathematics and Information Science (FMIS)
Certifying unit
Faculty of Mathematics and Information Science (FMIS)
Affiliation unit
Department of Ordinary Differential Equations (FMIS/DODE)
Study subject / specialization
, Matematyka
Language
(pl) Polish
Status
Finished
Defense Date
20-04-2016
Issue date (year)
2016
Reviewers
Bogusława Karpińska (FMIS/DODE) Bogusława Karpińska,, Department of Ordinary Differential Equations (FMIS/DODE)Faculty of Mathematics and Information Science (FMIS) Agnieszka Badeńska (FMIS/DODE) Agnieszka Badeńska,, Department of Ordinary Differential Equations (FMIS/DODE)Faculty of Mathematics and Information Science (FMIS)
Keywords in Polish
funkcje przeliczalnie addytywne, twierdzenie Hahna, rozkład kanoniczny Jordana, miary absolutnie ciągłe, twierdzenie Radona-Nikodyma
Keywords in English
sigma-additive functions, Hahn Theorem, Jordan Decomposition Theorem, absolutely continuous measures, Radon-Nikodym Theorem
File
  • File: 1
    Funkcje przeliczalnie addytywne.pdf
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Local fields
Identyfikator pracy APD: 1169

Uniform Resource Identifier
https://repo.pw.edu.pl/info/bachelor/WUT47bf6925628b4ff0b6a7c367b2e7b159/
URN
urn:pw-repo:WUT47bf6925628b4ff0b6a7c367b2e7b159

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