Lec - 07 Lp And L∞ Space (Definition And Norm)| L^p Space Is A Vector Space | Functional Analysis
Lec - 07 Lp And L∞ Space (Definition And Norm)| L^p Space Is A Vector Space | Functional Analysis Hello Everyone Welcome To My YouTube Channel Excellence Learning Welcome to the lecture series of Functional Analysis In the this we will study two Classical Banach Spaces L^p Space and L^∞ Space In this video: 1. Definition of L^p Space and L^∞ Space. 2. Norm on L^p Space and L^∞ Space. 3. Essentially Bounded Measurable Functions. 4. Theorem: L^p Space Is A Vector Space. _________________________________________________ Link to my other videos on Functional Analysis Lectures: Lec 01 👇 • Lec - 01 Normed Linear Space (Definition A... Lec 02 👇 • Lec - 02 Definition And Theorems On Banach... Lec 03 👇 • Lec - 03 Definition Of Quotient Space |Th... Lec 04 👇 • Lec - 04 Examples of Normed Linear Space A... Lec 05 👇 • Lec - 05 Closure Of An Open Ball Is Corres... Lec 06 👇 • Lec - 06 Def. & Theorems On Direct Sum | A... _________________________________________________________ #L^pSpace #L^∞Space
Lec - 08 Proof Of Holder's Inequality | Conjugate Numbers | Young's Inequality | Functional Analysis
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