Linked from

The 17 pages that link to Maya numerals, each with the reason it gives.

• ZeroRelated: Maya mathematics independently used zero in positional notation and calendar records.

• Hindu–Arabic numeral systemCompared with: It provides a distinct example of positional notation with a different base and visual symbols.

• Maya calendarRelated: Maya inscriptions use this notation to express calendar counts.

• Positional notationBroader topic: It offers an independent example of positional notation with zero.

• Roman numeralsCompared with: Mayan numerals include a positional structure and zero absent from Roman notation.

• Mathematical notationBroader topic: Mayan numerals show that mathematical quantities can be represented with very different symbol systems.

• Numeral systemBroader topic: Its base twenty and explicit zero offer a distinct historical design.

• Maya astronomyRelated: These numerals expressed the dates and cycle counts found in Maya astronomical inscriptions.

• Maya codicesRelated: Numerals let scribes record dates and calculate intervals in astronomical tables.

• Maya Long Count calendarRelated: Its bars, dots, and zero encode the Long Count’s period values.

• Indian mathematicsCompared with: Their independent use of positional notation and zero clarifies that these ideas had multiple histories.

• Dresden CodexRelated: These symbols express the counts and intervals in the codex’s tables.

• Egyptian numeralsCompared with: Mayan positional notation and zero differ sharply from Egyptian additive notation.

• Arabic numeralsCompared with: The Mayan system offers a distinct place-value tradition with a different base and symbols.

• History of mathematical notationBroader topic: Mayan writing independently developed a positional system with a zero symbol.

• Numerical digitCompared with: Its written symbols differ sharply from the familiar decimal glyphs.

• 0 (number)Related: The Maya developed a zero symbol independently within their calendar and counting system.