Сюрреаллĕ хисемпсем (акăл.surreal number) — чăн хисепсене тата вĕçсĕр йĕрке хисепĕсене анлăлатни. Чăн малтан акăлчан математикĕ Джон Конвей вăйă теорийĕн аспекчĕсене çырса кăтартма усă курнă[1].
^ Векшенов С. А. § 2. Математика двойственности. 2.1 Сюрреальные числа // Метафизика. Век XXI. Альманах. Выпуск 4. Метафизика и математика / Составитель и редактор: Ю. С. Владимиров. — М.: «Бином. Лаборатория знаний», 2014. — С. 101. — ISBN 9785457525504.
Кнут Д. Э. Сюрреальные числа = Surreal Numbers / Перевод Н. Шихова. — М.: «Бином. Лаборатория знаний», 2014. — 112 с. — 1000 экз. — ISBN 978-5-9963-1541-3.
An update of the classic 1976 book defining the surreal numbers, and exploring their connections to games: John Conway, On Numbers And Games, 2nd ed., 2001, ISBN 1-56881-127-6.
An update of the first part of the 1981 book that presented surreal numbers and the analysis of games to a broader audience: Berlekamp, Conway, and Guy, Winning Ways for Your Mathematical Plays, vol. 1, 2nd ed., 2001, ISBN 1-56881-130-6.
Martin Gardner, Penrose Tiles to Trapdoor Ciphers, W. H. Freeman & Co., 1989, ISBN 0-7167-1987-8, Chapter 4. A non-technical overview; reprint of the 1976 Scientific American article.
A detailed treatment of surreal numbers: Norman L. Alling, Foundations of Analysis over Surreal Number Fields, 1987, ISBN 0-444-70226-1.
A treatment of surreals based on the sign-expansion realization: Harry Gonshor, An Introduction to the Theory of Surreal Numbers, 1986, ISBN 0-521-31205-1.
A detailed philosophical development of the concept of surreal numbers as a most general concept of number: Alain Badiou, Number and Numbers, New York: Polity Press, 2008, ISBN 0-7456-3879-1 (paperback), ISBN 0-7456-3878-3 (hardcover).
Surreal Numbers(акăлч.). Good Math, Bad Math (2007-05-03). — Серия статей о сюрреальных числах и их вариациях. çăлкуçран архивланă 12 Авӑн уйӑхӗн 2016. Тĕрĕсленĕ 4 Ҫӗртме уйӑхӗн 2017.