the main topics of this book are convergence and topologization. integration on a compact interval on the real line is treated with riemannian sums for various integration bases. general results are specified to null
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Preface 0. Introduction 1. Basic concepts and properties of y-integration 2. Convergence 3. Convergence and locally convex spaces 4. An auxiliary locally convex space 5. τ-integration 6. M-integration 7. Noncompleteness 8. S-integration 9. Rintegration 10. An extension of the concept of y-integration 11. Differentiation and integration References List of symbols Index