Numeral Symbols Table

How to Read This Numeral Symbols Table

A numeral symbol is the written sign used for a number value. In a decimal positional system, the ten values are zero, one, two, three, four, five, six, seven, eight, and nine. The familiar Western symbols are 0, 1, 2, 3, 4, 5, 6, 7, 8, and 9, but many scripts have their own glyphs for the same values. For example, Devanagari writes the same ten values as a different row of symbols, while Arabic-script contexts may use Arabic-Indic or Extended Arabic-Indic digits.

The important idea is that the value column does not change. If a row shows a symbol under the column labeled 5, that symbol represents the digit value five in that script or notation tradition. A number such as 2026 can be converted by replacing each digit one at a time, not by changing the value of the number. That is why this page stores the data in a shared table: converters, comparison charts, printable references, and future educational pages can all use the same verified digit source.

Some rows need a little extra care. Braille numeric cells are usually read with a numeric indicator before the cell sequence, so the table records the digit cells but does not try to teach full Braille notation. Chinese, Japanese, Korean, Suzhou, and formal financial rows are number characters rather than decimal digit glyphs in exactly the same sense as Arabic, Devanagari, or Thai digits. They are included because broad glyph comparison charts often place them beside decimal digit sets, and readers frequently want to compare them visually.

The main table focuses on rows that can be compared across the values zero through nine. The Additional Numerals table is separate because it compares full numeral forms for selected values such as 10, 100, 1,000, 10,000, and 10⁸. Systems such as Roman numerals and Ge'ez numerals are important, but they do not behave like a simple 0-9 decimal digit row. Roman numerals are better handled as value symbols, and Ge'ez numerals need their own explanation because the traditional set does not use zero in the same way as positional decimal digit systems.

Boxes or empty-looking characters are usually a font issue, not missing data. Historic and newer scripts such as Brahmi, Vai, Bamum, Osmanya, N'Ko, Adlam, Modi, Khudawadi, Sharada, Tirhuta, Hanifi Rohingya, and Kawi may need specialized fonts. To make the data usable even when the glyph does not render, the detailed table lists each Unicode code point and HTML entity. A developer can copy the entity, a teacher can identify the exact character, and a future Number Digit tool can generate the symbol from the same code point instead of relying on a pasted glyph.

Not every numeral system belongs in the same 0-9 table. Mayan and Kaktovik numerals are better introduced as base-20 systems, while alphabetic and sign-value systems such as Hebrew, Greek, Armenian, Coptic, Abjad, Cyrillic, Glagolitic, Egyptian, Aegean, and Roman numerals need value tables rather than a simple decimal digit row. This page therefore keeps positional decimal digit sets in the main comparison table and uses separate reference tables for larger or non-positional numeral forms.

For practical learning, start with the scripts you already know, then compare related systems. Western Arabic, Arabic-Indic, and Extended Arabic-Indic digits are useful for understanding why the phrase Arabic numerals can mean different glyph sets in different contexts. Devanagari, Bengali, Gurmukhi, Gujarati, Odia, Telugu, Kannada, Malayalam, Sinhala, and Tamil show how many South Asian scripts maintain their own digit shapes. Thai, Lao, Khmer, Myanmar, Javanese, Balinese, Sundanese, Cham, and New Tai Lue show related Southeast Asian traditions. The goal is not to memorize every symbol at once, but to have one clean reference when a page, converter, or table needs the correct numeral glyphs.