Expression and proof of theorem about the completion of normed and scalar products and definition of L(a,b),L_p (G),p≥1 lebesque spaces
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Abstract (EN)
In this study, the theorem about the definition of normed and scalar product spaces and the completion of these spaces will be given and proved. An example of incomplete normed space is shown. Identification of L L(a,b),L_p (G),p≥1 Lebesgue spaces are shown. The definition and properties of the Lebesgue integral are shown in our supplementary informatıon. The connection between the Riemann integral of the function and the Lebesgue integral is shown.
Author
İsmail Akdaş
How to Cite
İsmail Akdaş (Master Thesis). Expression and proof of theorem about the completion of normed and scalar products and definition of L(a,b),L_p (G),p≥1 lebesque spaces, 2020, Yozgat Bozok University.
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