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Lectures on Real-valued Functions

Alexander Kharazishvili ()
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Alexander Kharazishvili: Tbilisi State University, Andrea Razmadze Mathematical Institute

in Springer Books from Springer

Date: 2025
ISBN: 978-3-031-95369-9
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Chapters in this book:

Ch Chapter 1 Unary and Binary Relations
Alexander Kharazishvili
Ch Chapter 10 Semicontinuous Real-Valued Functions on Quasi-Compact Spaces
Alexander Kharazishvili
Ch Chapter 11 The Banach–Steinhaus Theorem
Alexander Kharazishvili
Ch Chapter 12 A Characterization of Oscillation Functions
Alexander Kharazishvili
Ch Chapter 13 Semicontinuity Versus Continuity
Alexander Kharazishvili
Ch Chapter 14 Outer Measures
Alexander Kharazishvili
Ch Chapter 15 Finitely Additive and Countably Additive Measures
Alexander Kharazishvili
Ch Chapter 16 Extensions of Measures
Alexander Kharazishvili
Ch Chapter 17 Caratheodory’s and Marczewski’s Extension Theorems
Alexander Kharazishvili
Ch Chapter 18 Positive Linear Functionals
Alexander Kharazishvili
Ch Chapter 19 The Nonexistence of Universal Countably Additive Measures
Alexander Kharazishvili
Ch Chapter 2 Partial Functions and Functions
Alexander Kharazishvili
Ch Chapter 20 Radon Measures
Alexander Kharazishvili
Ch Chapter 21 Invariant and Quasi-Invariant Measures
Alexander Kharazishvili
Ch Chapter 22 Pointwise Limits of Finite Sums of Periodic Functions
Alexander Kharazishvili
Ch Chapter 23 Absolutely Nonmeasurable Sets in Commutative Groups
Alexander Kharazishvili
Ch Chapter 24 Radon Spaces
Alexander Kharazishvili
Ch Chapter 25 Nonmeasurable Sets with Respect to Radon Measures
Alexander Kharazishvili
Ch Chapter 26 The Radon–Nikodym Theorem
Alexander Kharazishvili
Ch Chapter 27 Decompositions of Linear Functionals
Alexander Kharazishvili
Ch Chapter 28 Linear Continuous Functionals and Radon Measures
Alexander Kharazishvili
Ch Chapter 29 Linear Continuous Functionals on a Real Hilbert Space
Alexander Kharazishvili
Ch Chapter 3 Elementary Facts on Cardinal Numbers
Alexander Kharazishvili
Ch Chapter 30 The Baire Property in Topological Spaces
Alexander Kharazishvili
Ch Chapter 31 The Stone–Weierstrass Theorem
Alexander Kharazishvili
Ch Chapter 32 More on the Function Space C ( X ) $$C(X)$$
Alexander Kharazishvili
Ch Chapter 33 Uniformization of Plane Sets by Relatively Measurable Functions
Alexander Kharazishvili
Ch Chapter 4 Some Properties of the Continuum
Alexander Kharazishvili
Ch Chapter 5 The Oscillation of a Real-Valued Function at a Point
Alexander Kharazishvili
Ch Chapter 6 Points of Continuity and Discontinuity of Real-Valued Functions
Alexander Kharazishvili
Ch Chapter 7 Real-Valued Monotone Functions
Alexander Kharazishvili
Ch Chapter 8 Real-Valued Convex Functions
Alexander Kharazishvili
Ch Chapter 9 Semicontinuity of a Real-Valued Function at a Point
Alexander Kharazishvili

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DOI: 10.1007/978-3-031-95369-9

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