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MEASURE THEORY

ISBN :

Author : P P Gupta, G S Malik, S K Mittal

Ebook Price : Free

Pages : 368 Approx

Binding : Soft

Contents
  • Prerequisites; Countability of Sets and Cardinal Numbers; Open Sets and Closed Sets On The Real Line; Lebesgue Measure On The Real Line; Outer Measure and Measurability; Measurable Functions; The Lebesgue Integral of A Function; Convergence of Sequences of Measurable Functions; Differentiation and Integration; Lp -Spaces; Signed Measure; Product Measure; Basic Integrals; Continuity (Continued); Measurable Functions and Their Integrals (Continued); Extension of The Lebesgue Integral; Weierstrass Approximation, Picard’s Existence and Arzela Theorems; Fourier Series
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Prerequisites; Countability of Sets and Cardinal Numbers; Open Sets and Closed Sets On The Real Line; Lebesgue Measure On The Real Line; Outer Measure and Measurability; Measurable Functions; The Lebesgue Integral of A Function; Convergence of Sequences of Measurable Functions; Differentiation and Integration; Lp -Spaces; Signed Measure; Product Measure; Basic Integrals; Continuity (Continued); Measurable Functions and Their Integrals (Continued); Extension of The Lebesgue Integral; Weierstrass Approximation, Picard’s Existence and Arzela Theorems; Fourier Series

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