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Home » Basic and Health Sciences » Mathematics » Functional Analysis (V-U) » Linear functionals and operators on finite dimension vector spaces (V-U)

Linear functionals and operators on finite dimension vector spaces (V-U)

Course:Functional Analysis (V-U)
Discipline:Basic and Health Sciences
Institute:Virtual University
Instructor(s): Dr. Sarfraz Ahmad
Level:Undergraduate

Functional Analysis (V-U)

(Theorem) Properties of hilbert adjoint operator (V-U)
A Lemma related to Boundedness and limit (V-U)
Accumulation Point (V-U)
Algebraic Dual space and Canonical mapping (V-U)
Algebraically Reflexive (V-U)
Annihilators (Properties) (V-U)
Continuity and Boundedness (Theorem) (V-U)
Annihilators (V-U)
Continuity of inner product Theorem (V-U)
Annihilators(Theorem) (V-U)
Continuous mapping Theorem (V-U)
Ball and sphere (V-U)
Continuous mapping theorem and corollary (V-U)
Books Recommended for Functional Analysis (V-U)
Convergent sequence(Theorem) (V-U)
Bounded Linear Extension (Theorem) (V-U)
Corollary(Continuity , null space) (V-U)
Bounded Linear Operator (V-U)
Course Motivation (V-U)
Bounded Linear operators(Theorem) (V-U)

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