DSpace JSPUI

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Issue Date	Title	Contributor(s)
-	M-25 Functions of bounded variations and associated concepts : differentiability of non-decreasing functions	-
-	M-26 Some useful results of Lebesgue integration	-
-	M-27 Fundamental Theorem of Integral Calculus for Riemann integration and it's deficiency	-
-	M-24 Further results on absolutely continuous functions and Dini's Derivates	-
-	M-19 Fatou's Lemma and notion of Lebesgue integrable functions	-
-	M-21 Functions of bounded variations	-
-	M-23 Functions of bounded variations and associated concepts : absolutely continuous functions	-
-	M-22 Functions of bounded variations and associated concepts : Vitali Covering Theorem	-
-	M-20 Most general notion of Lebesgue integrability and ominated convergence Theorem	-
-	M-16 Lebesgue integration of bounded measurable functions : equivalence of measurability and integrability and Bounded Convergence Theorem	-
-	M-18 Lebesgue integral of non-negative functions and Monotone Convergence Theorem	-
-	M-13 Convergence of sequences of measurable functions : almost uniform convergence and Egoroff's Theorem	-
-	M-17 Lebesgue integration of bounded measurable functions : Riemann integration and lebesgue integration	-
-	M-12 Relation between almost everywhere convergence and convergence in measure	-
-	M-14 Convergence of sequences of measurable functions : Lusin's Theorem	-
-	M-15 Motivation and introduction of the notion of Lebesgue integration of bounded functions	-
-	M-33 Abstract measure theory: complete measure and the notion of completion	-
-	M-34 Riemann-Stieltjes integral and its basic properties	-
-	M-35 Notion of Darbaux Stieltjes integral and its implications	-
-	M-32 Abstract measure theory : extension of measure and the notion measurable covers	-