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Results: 1 to 30 of 82 found      Go to page: 1 2 3

[1] Szymon Głab, Pedro L. Kaufmann and Leonardo Pellegrini. Spaceability and algebrability of sets of nowhere integrable functions. Proc. Amer. Math. Soc. 141 (2013) 2025-2037.
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[2] Robert G. Bartle. Substitution theorems. Graduate Studies in Mathematics 32 (2001) 209-227.
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[3] Robert G. Bartle. Measure, measurability, and multipliers. Graduate Studies in Mathematics 32 (2001) 151-169.
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[4] Robert G. Bartle. Normed linear spaces. Graduate Studies in Mathematics 32 (2001) 401-411.
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[5] Robert G. Bartle. Applications to calculus. Graduate Studies in Mathematics 32 (2001) 187-207.
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[6] Robert G. Bartle. Absolute integrability. Graduate Studies in Mathematics 32 (2001) 101-113.
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[7] Robert G. Bartle. Modes of convergence. Graduate Studies in Mathematics 32 (2001) 171-185.
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[8] Robert G. Bartle. Riemann-Stieltjes integral. Graduate Studies in Mathematics 32 (2001) 391-399.
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[9] Robert G. Bartle. Basic properties of the integral. Graduate Studies in Mathematics 32 (2001) 41-54.
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[10] Robert G. Bartle. Gauges and integrals. Graduate Studies in Mathematics 32 (2001) 3-22.
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[11] Robert G. Bartle. Measurable sets. Graduate Studies in Mathematics 32 (2001) 299-321.
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[12] Robert G. Bartle. Some examples. Graduate Studies in Mathematics 32 (2001) 23-40.
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[13] Robert G. Bartle. The arctangent lemma. Graduate Studies in Mathematics 32 (2001) 373-374.
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[14] Robert G. Bartle. Vector spaces. Graduate Studies in Mathematics 32 (2001) 383-386.
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[15] Robert G. Bartle. A Modern Theory of Integration. Graduate Studies in Mathematics 32 (2001) MR MR1817647.
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[16] Robert G. Bartle. Limits superior and inferior. Graduate Studies in Mathematics 32 (2001) 365-369.
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[17] Robert G. Bartle. Introduction to Part 2. Graduate Studies in Mathematics 32 (2001) 249-253.
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[18] Robert G. Bartle. Absolute continuity. Graduate Studies in Mathematics 32 (2001) 229-246.
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[19] Robert G. Bartle. Unbounded sets and sequences. Graduate Studies in Mathematics 32 (2001) 371-372.
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[20] Robert G. Bartle. Further re-examination. Graduate Studies in Mathematics 32 (2001) 275-297.
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[21] Robert G. Bartle. Outer measure. Graduate Studies in Mathematics 32 (2001) 375-378.
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[22] Robert G. Bartle. Lebesgue's differentiation theorem. Graduate Studies in Mathematics 32 (2001) 379-382.
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[23] Robert G. Bartle. Semimetric spaces. Graduate Studies in Mathematics 32 (2001) 387-389.
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[24] Robert G. Bartle. The Saks-Henstock lemma. Graduate Studies in Mathematics 32 (2001) 75-88.
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[25] Robert G. Bartle. Integrability and mean convergence. Graduate Studies in Mathematics 32 (2001) 135-149.
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[26] Robert G. Bartle. Infinite intervals. Graduate Studies in Mathematics 32 (2001) 255-274.
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[27] Robert G. Bartle. Sequences of functions. Graduate Studies in Mathematics 32 (2001) 347-363.
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[28] Robert G. Bartle. Measurable functions. Graduate Studies in Mathematics 32 (2001) 323-345.
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[29] Robert G. Bartle. The fundamental theorems of calculus. Graduate Studies in Mathematics 32 (2001) 55-74.
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[30] Robert G. Bartle. Measurable functions. Graduate Studies in Mathematics 32 (2001) 89-100.
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Results: 1 to 30 of 82 found      Go to page: 1 2 3


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