| Levenshtein | Double Levenshtein | SoundEx | MetaPhone | Manually curated |
|---|---|---|---|---|
| hodge (0) - 3 freq fodge (1) - 6 freq hodged (1) - 3 freq dodge (1) - 12 freq lodge (1) - 27 freq hudge (1) - 1 freq hedge (1) - 41 freq wadge (2) - 5 freq trodge (2) - 1 freq hinge (2) - 5 freq wode (2) - 4 freq dodie (2) - 18 freq songe (2) - 1 freq midge (2) - 10 freq ledge (2) - 15 freq lodger (2) - 3 freq hoggy (2) - 1 freq code (2) - 38 freq hogget (2) - 1 freq hyde (2) - 16 freq fudge (2) - 18 freq hoose (2) - 2642 freq house (2) - 122 freq codgie (2) - 2 freq sedge (2) - 1 freq |
hodge (0) - 3 freq hudge (1) - 1 freq hedge (1) - 41 freq fodge (2) - 6 freq hedgie (2) - 3 freq dodge (2) - 12 freq heedge (2) - 1 freq lodge (2) - 27 freq hadg (2) - 1 freq hodged (2) - 3 freq hoog (3) - 1 freq cadge (3) - 2 freq yhdg (3) - 1 freq huge (3) - 102 freq hede (3) - 4 freq ludge (3) - 22 freq hide (3) - 189 freq gadge (3) - 4 freq hodgin (3) - 3 freq nidge (3) - 2 freq odige (3) - 1 freq podgy (3) - 2 freq hog (3) - 3 freq rudge (3) - 1 freq badge (3) - 14 freq |
SoundEx code - H320 heids - 465 freq hedge - 41 freq hate-c - 2 freq heid's - 41 freq hedgie - 3 freq heidache - 7 freq hauds - 123 freq hotch - 5 freq hates - 36 freq hitch - 3 freq hits - 150 freq heads - 39 freq hotdogs - 3 freq hides - 14 freq 'hoots - 2 freq hoods - 6 freq heeds - 29 freq heid-gie - 1 freq heidy's - 1 freq huds - 6 freq hauts - 1 freq haddock - 14 freq hadg - 1 freq hideous - 7 freq houts - 1 freq hoodies - 5 freq hid's - 202 freq hids - 86 freq hats - 46 freq hatch - 12 freq hat's - 3 freq heed's - 6 freq huts - 7 freq haddies - 2 freq heats - 3 freq hoots - 11 freq hts - 5 freq howdie's - 1 freq hideyoshi - 2 freq hit's - 280 freq heidie's - 5 freq heidies - 4 freq hood's - 1 freq het-hoose - 1 freq het's - 5 freq haeds - 6 freq haed's - 1 freq hoatch - 1 freq haitts - 1 freq hïts - 1 freq heathaze - 1 freq heedge - 1 freq hodge - 3 freq 'hid's - 2 freq haets - 2 freq hades - 4 freq haads - 17 freq hadds - 22 freq 'hit's - 5 freq heat's - 1 freq het-houss - 1 freq head's - 2 freq hethoose - 1 freq hads - 2 freq hi-tech - 2 freq heds - 1 freq hoids - 2 freq hieds - 2 freq 'haddow's' - 1 freq hie-tech - 1 freq haddocks - 1 freq hutch - 7 freq hudds - 1 freq hudge - 1 freq heid-heich - 1 freq heides - 1 freq huddies - 1 freq heywood's - 1 freq hyde's - 1 freq heedache - 2 freq haddicks - 2 freq hudduck - 2 freq hitec - 1 freq hotdog - 1 freq huddock - 6 freq heids - 1 freq headache - 4 freq 'hates - 1 freq hewitt's - 1 freq hutchi - 1 freq hutchie - 2 freq hots - 1 freq hids - 2 freq hdq - 1 freq heydays - 1 freq |
MetaPhone code - HJ huge - 102 freq hedge - 41 freq hedgie - 3 freq hauge - 2 freq heedge - 1 freq hodge - 3 freq hege - 2 freq hudge - 1 freq hagi - 1 freq |
HODGE |
| Time to execute Levenshtein function - 0.173723 milliseconds The Levenshtein distance is the number of characters you have to replace, insert or delete to transform one word into another, its useful for detecting typos and alternative spellings |
Time to execute Double Levenshtein function - 0.348739 milliseconds In a stroke of genius, this runs the Levenshtein function twice, once without vowels and adds the distance together, giving double weight to consonants. |
Time to execute SoundEx function - 0.028003 milliseconds Soundex is a phonetic algorithm for indexing names by sound, as pronounced in English. The goal is for homophones to be encoded to the same representation so that they can be matched despite minor differences in spelling. |
Time to execute MetaPhone function - 0.037724 milliseconds Metaphone is a phonetic algorithm, published by Lawrence Philips in 1990, for indexing words by their English pronunciation.[1] It fundamentally improves on the Soundex algorithm by using information about variations and inconsistencies in English spelling and pronunciation to produce a more accurate encoding, which does a better job of matching words and names which sound similar. |
Time to execute Manually curated function - 0.000908 milliseconds Manual Curation uses a lookup table / lexicon which has been created by hand which links words to their lemmas, and includes obvious typos and spelling variations. Not all words are covered. |