Linked from

The 26 pages that link to Hindu–Arabic numeral system, each with the reason it gives.

• ZeroRelated: Its adoption spread the familiar zero digit and positional notation across much of the world.

• Al-KhwarizmiRelated: His arithmetic treatise helped transmit this numeral system westward.

• History of mathematicsRelated: Its spread made arithmetic more efficient than many earlier systems used in Europe.

• BrahmaguptaRelated: Brahmagupta’s arithmetic belongs to the intellectual history behind this system’s spread.

• Positional notationBroader topic: It is the positional system most widely used today.

• Roman numeralsCompared with: Its spread gradually displaced Roman numerals in calculation and record keeping.

• Mathematical notationBroader topic: Its place-value conventions became the dominant written system for arithmetic worldwide.

• Arabic alphabetCompared with: Numerals appear in Arabic text but are not letters of its alphabet.

• FibonacciRelated: Fibonacci's advocacy helped make this system better known among European merchants and scholars.

• Place valueRelated: Its widespread use made decimal place value the everyday standard.

• Numeral systemBroader topic: It combines decimal place value with a zero symbol in the system now widely used.

• Decimal systemRelated: Its decimal place-value notation is the historical framework used today.

• Liber AbaciRelated: The book explains how these numerals represent quantities and support written calculation.

• Indian mathematicsRelated: Its Indian forms made positional arithmetic compact and practical.

• DigitRelated: Its transmission established the decimal digits now used internationally.

• Egyptian numeralsCompared with: Its place value and zero make compact calculations possible without repeated power symbols.

• Arabic numeralsNarrower topic: Arabic numerals are the digit symbols of this broader system.

• Abu KamilRelated: The broader mathematical exchange surrounding Abu Kamil helped convey computational practices later used by Fibonacci.

• Al-JabrRelated: Its spread alongside translated Arabic mathematics changed how European scholars calculated.

• Chinese numeralsCompared with: They express the same quantities with positional digits rather than Chinese character units.

• Pope Sylvester IIRelated: Later accounts linked Gerbert to this system, though its broad European adoption came after his lifetime.

• History of mathematical notationRelated: Its spread established the numerals that became standard in much of the world.

• Numerical digitRelated: It established the digit set used in modern decimal notation.

• 0 (number)Narrower topic: Its zero digit made positional notation practical for large numbers and calculation.

• Banū Mūsā brothersRelated: The brothers’ mathematical milieu helped circulate calculation practices that supported scientific work.

• Science in the ancient worldRelated: Indian place-value methods eventually transformed calculation far beyond their original setting.