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Ch. 1 Logic 1

Ch. 2 Set Theory 15

Ch. 3 The Space of Real Numbers 72

Ch. 4 The Finite-Dimensional Metric Space of Real Vectors 106

Ch. 5 Finite-Dimensional Convex Analysis 172

Ch. 6 Metric Spaces 259

Ch. 7 Measure Spaces and Probability 355

Ch. 8 The L[superscript p] ([omega], F, P) and l[superscript p] Spaces, p [epsilon] [1, [infinity]] 452

Ch. 9 Probabilities on Metric Spaces 551

Ch. 10 Infinite-Dimensional Convex Analysis 595

Ch. 11 Expanded Spaces 627

Index 655