Hebrew gematria with all the classical counting methods — not just the standard count — plus Hebrew numerals in both directions. מספר, "number." Zero dependencies.
npm install mispar
Most gematria packages on npm do one thing: the standard count. But the tradition has many counting methods — final letters as 500–900, ordinal values, digit reduction, squares, spelled-out letter names, the atbash and albam ciphers — and they're exactly what gematria tooling needs.
import { gematria, letterValues, atbash } from "mispar";
gematria("חי"); // 18
gematria("שלום"); // 376
gematria("שָׁלוֹם"); // 376 — niqqud stripped automatically
gematria("אלהים"); // 86
gematria("אלהים", "gadol"); // 646 — final ם counts as 600
gematria("אמת", "katan"); // 9 — per-letter digit reduction
gematria("אמת", "katan-mispari"); // 9 — digital root of 441
gematria("א", "milui"); // 111 — אלף, the letter spelled out
atbash("בראשית"); // the cipher as a string transform
letterValues("שלום"); // [{letter:"ש",value:300}, …] — build a calculator| Method | What it counts |
|---|---|
hechrachi (default) |
standard absolute values, א=1 … ת=400 |
gadol |
finals ך ם ן ף ץ count 500–900 |
katan |
each letter reduced to one digit (י=1, ק=1) |
siduri |
ordinal position, א=1 … ת=22 (finals count as their base letter; some tables give them 23–27) |
katan-mispari |
digital root of the standard total |
perati |
each letter's value squared |
meshulash |
each letter's value cubed |
kidmi |
cumulative: each letter = sum of all values up to it (י=55) |
boneeh |
building: the running total re-added at every letter of a word (אחד = 1+9+13 = 23) |
haakhor |
positional: value × position in the word |
milui |
each letter's spelled-out name (א→אלף=111); spellings overridable |
atbash |
standard value after the א↔ת cipher |
albam |
standard value after the א↔ל cipher |
Also exported: atbash(text) / albam(text) as string transforms, letterValues(text, method?) for per-letter breakdowns, METHODS, and MILUI_SPELLINGS (the default naming tradition). Pass variants through options.spellings, e.g. { ה: "הי", ו: "ויו" }. Letters you don't list keep the defaults.
import { hebrewNumeral, parseHebrewNumeral } from "mispar";
hebrewNumeral(18); // "י״ח"
hebrewNumeral(15); // "ט״ו" — never יה
hebrewNumeral(5); // "ה׳"
hebrewNumeral(5786); // "ה׳תשפ״ו"
hebrewNumeral(5786, { punctuation: "ascii" }); // `ה'תשפ"ו`
hebrewNumeral(786, { punctuation: "none" }); // "תשפו"
parseHebrewNumeral("ה׳תשפ״ו"); // 5786
parseHebrewNumeral('תשפ"ו'); // 786hebrewNumeral takes an integer from 1 to 999,999: gershayim go before the last letter, a single letter takes a geresh, 15 and 16 are ט״ו and ט״ז, and thousands are written as their own letters followed by a geresh. An exact multiple of 1000 (5000 → ה׳) reads the same as a units numeral, so parseHebrewNumeral reads that back as 5. The parser accepts ׳ ״ or ASCII ' ", ignores niqqud, counts finals as their base letter, and doesn't enforce letter order (ער and רע are both 270).
(gematria("ט״ו") is also 15, but gematria ignores the thousands geresh, so use parseHebrewNumeral for years.)
- Niqqud, cantillation and other combining marks are stripped, as are invisible formatting characters (RLM/LRM, ZWJ/ZWNJ).
- Text is NFKD-normalized, so presentation forms (שׁ U+FB2A, wide letters, the אל ligature) count as plain letters; the Yiddish ligatures װ ױ ײ count as two letters.
- Geresh and gershayim (׳ ״, or ASCII ' ") are ignored inside a word, so רמב״ם is one word.
- Whitespace, maqaf (־), paseq (׀), sof pasuq (׃) and any other punctuation separate words. Only the positional methods (
boneeh,haakhor) and theatbash/albamstring transforms depend on where words break. - Other non-Hebrew characters are ignored unless
{ strict: true }, which throws aRangeErroron them. - An unknown method throws
RangeError. A non-string input throwsTypeError.
By the same author: Gamatria — a gematria search engine over the Tanakh and Mishnah — and a fixed-income toolkit if your numerology runs to bonds instead.
Built by Moshe Malka — engineering leader in New York City. Studio work at Quentin.Code.
MIT © Moshe Malka