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A comprehensive overview of various mathematics competitions or mathematical olympiads around the world, organized by region, level, and type. Find out the names, formats, and locations of the competitions, as well as the links to their official websites.
A book by Elwyn R. Berlekamp, John H. Conway, and Richard K. Guy on mathematical games and combinatorial game theory. It covers topics such as surreal numbers, partizan and impartial games, Sprague–Grundy theory, nim, Sylver coinage, and more.
Learn about ordinal numerals or ordinal number words, which represent position or rank in a sequential order. Find out how to write and pronounce ordinal numbers in English and other languages, and see examples of different series and suffixes.
Mathematics is a field of study that discovers and organizes methods, theories and theorems for various sciences and mathematics itself. It involves the description and manipulation of abstract objects using pure reason and proofs, and has many areas such as number theory, geometry, algebra, calculus, and set theory.
Learn about the history and usage of ordinal indicators, characters that follow a numeral to show its ordinal form. Compare the masculine ordinal indicator º and the feminine ordinal indicator ª with other similar symbols such as degree sign ° and ring above ĚŠ.
A comprehensive collection of lists covering various aspects of mathematics, from basic to advanced, pure to applied, and methodology to applications. Find links to articles, glossaries, and meta-lists for different mathematical topics and fields.
Calculus is the mathematical study of continuous change, developed by Isaac Newton and Gottfried Wilhelm Leibniz in the 17th century. The article traces the origins and precursors of calculus in ancient Egypt, Greece, China, India, and medieval Europe.
A cube of a number is its third power, the result of multiplying three instances of the number together. Learn about the cube function, the cube root, the cubic parabola, and the perfect cubes in integers and base ten.