New probability inequalities based on moments
2008
0 views
0 downloads
Advisor: Doç. Dr. Salih Çelebioğlu
Abstract (EN)
Chebyshev and Markov inequalities are well known to statisticians and appear in most mathematical statistics books. The Chebyshev inequality needs one to know the first two moments of a random variable and the Markov inequality needs one to know the first moment of a random variable which is positive. In this thesis, some generalizations of these inequalities when one knows more moments are studied.
Author
Dr. Cihan Aksop
Institution
How to Cite
Cihan Aksop (Master Thesis). New probability inequalities based on moments, 2008, Gazi University, İstatistik Bölümü.
Keywords
License
Tüm Hakları Saklıdır
This work is shared under the specified license terms.
More theses from Gazi University
- Occupational accident analysis and modelling in oil and gas drilling sector Turkey(2021)
- Experimental development of the interfacial bond-slip model between textile reinforced mortar strips and masonry walls(2025)
- XVI. yüzyıl Anadolu'sunda Oğuzların Karkın Boyu(2004)
- Deveplopment of semiconductor humidity sensors(2021)
- The effect of computer-assisted and direct strategy teaching on reading comprehension(2021)
- Sharing of real life geometry samples via a social learning environment: A case study(2021)