Ulam-Hyers stability on time scales
Is this your thesis?
This record came from a bulk archive import. If it’s yours, link it to your profile.
Abstract (EN)
In this thesis Ulam-Hyers stability of some dynamic equations of first order are studied. For this, firstly basic definitions and theorems of the time scale theory are given, and then delta derivative, delta integral, exponential function and dynamic equations on time scale are analysed. In the last part Ulam-Hyers stability of homogeneous and inhomogeneous some dynamic equations of first order are investigated.
Author
Mustafa Bülbül
How to Cite
Mustafa Bülbül (Master Thesis). Ulam-Hyers stability on time scales, 2019, Amasya University.
Keywords
License
Tüm Hakları Saklıdır
This work is shared under the specified license terms.
More theses from Amasya University
- The lexical intervory in Metin Savaş's Yeşil Çeşme novel(2025)
- Folklore elements in Çevren magazine published in Kosovo(2025)
- Investigation of the usability of ornamental kale in rehabilitation of coal mine wastes(2025)
- Transcription and evaluation of the Oltu Sanjak Muslim Population Book [h.1251 (m.1835/1836)](2022)
- Merzifon district Muslim Population Book no. 2237, dated 1840-1841- analysis and transcription(2025)
- Inspection and supervision of tribes and religious orders in the Alaca district of Çorum (According to the report dated 1925)(2025)