Dummit and Foote Abstract Algebra
There are so many problems in this book! Chapter: 0 (34), 1(134), 2 (97), 3 (105), 4(138), 5(90), 6(82), 7(138), 8(31), 9(108), 10(119), 11(78), 12(103), 13(69), 14 (Galois Theory) (187), 15 (Commutative Rings and Algebraic Geometry (201), 16(48), 17(85), 18(70), 19(37), for a grand total of 1,920 problems. (Although I counted 1959 at a later date...)
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She Found an Entirely New Category of Number... That Proved the Ultimate Independence of Mathematics
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