Projection theorem in hindi // functionalanalysis

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Today discuss about Projection theorem

Subject : Functional Analysis (Msc 4th sem )

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⚡ Proof of the uniform Boundness Theorem
⚡State and prove uniform Boundness Theorem
👉 Point wise bounded
⚡ Uniformly Boundness
👉 Hilbert space
👉 every Hilbert space is reflexive
👉bessel's inequality
#projection
#profectiontheorem
#projectionmapping

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  1. NB creator
  2. projection theorem
  3. projection mapping Theorem
  4. projection
  5. Hilbert space
  6. functionalanalysis
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Комментарии
Автор

Thank you so much for such a exactly understand to yr lecture

Ankita.prag-
Автор

Sir mujhe apke channel pr vo sbhi topic mill jate h jo mujhe chiye hote vo bhi easily explanation ke sath...
Thank u sir 🙏🙏

luckydahiya
Автор

Please proof this theorem
Suppose C is a closed convex cone let z denote the projection of x onto C then Re. [ x-z, z] less than or equal to 0 for every y in C and Re. [ x-z, z]=0 conversely if any element z in C satisfies these two properties then it is the projection of x onto C

minakshibhagat
Автор

How did you prove the 2nd part? I think there is some mistake kindly check it.

santoshruhil
Автор

Sir orthonormal nahi h orthogonal compliment h

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