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↑  Movshovitz-hadar, Nitsa; Shriki, Atara. . World Scientific. 2018-10-08: 38. ISBN 978-981-320-864-3 （英语）. This can also be expressed in the statement: 'Almost all prime numbers are odd.'
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↑  Natanson, Isidor P.  1. 由Boron, Leo F.翻译 revised. New York: Frederick Ungar Publishing. June 1961: 90. ISBN 978-0-8044-7020-9.
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↑  Oxtoby, John C. . Graduate Texts in Mathematics 2 2nd. United States: Springer. 1980: 59,68. ISBN 978-0-387-90508-2.  While Oxtoby does not explicitly define the term there, Babai has borrowed it from Measure and Category in his chapter "Automorphism Groups, Isomorphism, Reconstruction" of Graham, Grötschel and Lovász's Handbook of Combinatorics (vol. 2), and Broer and Takens note in their book Dynamical Systems and Chaos that Measure and Category compares this meaning of "almost all" to the measure theoretic one in the real line (though Oxtoby's book discusses meagre sets in general topological spaces as well).
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↑  Albertini, Francesca; Sontag, Eduardo D. . Bonnard, Bernard; Bride, Bernard; Gauthier, Jean-Paul; Kupka, Ivan  (编). . Progress in Systems and Control Theory 8. Birkhäuser. 1 September 1991: 29. ISBN 978-1-4612-3214-8. doi:10.1007/978-1-4612-3214-8.
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