| Levenshtein | Double Levenshtein | SoundEx | MetaPhone | Manually curated |
|---|---|---|---|---|
| parapet (0) - 3 freq parapets (1) - 1 freq carpet (2) - 50 freq prapt (2) - 1 freq praper (2) - 1 freq paraded (2) - 3 freq rapet (2) - 16 freq parades (2) - 7 freq parket (2) - 3 freq parade (2) - 15 freq parquet (2) - 2 freq parapits (2) - 1 freq garret (3) - 4 freq popet (3) - 2 freq projet (3) - 1 freq palaces (3) - 9 freq paranems (3) - 1 freq parsley (3) - 8 freq perfet (3) - 1 freq graet (3) - 39 freq paipe (3) - 1 freq pamper (3) - 2 freq karate (3) - 4 freq carpit (3) - 2 freq drappet (3) - 5 freq |
parapet (0) - 3 freq prapt (2) - 1 freq parapets (2) - 1 freq parquet (3) - 2 freq parapits (3) - 1 freq rapet (3) - 16 freq parket (3) - 3 freq praper (3) - 1 freq carpet (3) - 50 freq curpet (4) - 1 freq partey (4) - 3 freq proppt (4) - 1 freq peratt (4) - 1 freq proaper (4) - 3 freq puppet (4) - 14 freq permeet (4) - 1 freq parasite (4) - 1 freq pypet (4) - 2 freq part (4) - 188 freq warpit (4) - 1 freq poppet (4) - 8 freq prayit (4) - 1 freq parfit (4) - 2 freq papt (4) - 6 freq prap (4) - 3 freq |
SoundEx code - P613 peripatetic - 2 freq proved - 30 freq perfet - 1 freq profit - 34 freq parapets - 1 freq provide - 68 freq propped - 3 freq perpetrators - 2 freq provided - 17 freq perpetrate - 1 freq prapt - 1 freq pruived - 13 freq private - 112 freq providin - 19 freq perfit - 31 freq profiteerin - 3 freq prepped - 2 freq prophet' - 1 freq providential - 3 freq prophet - 13 freq providence - 9 freq providentially - 2 freq providit - 24 freq pruvit - 4 freq purifee'd - 1 freq perfite - 2 freq perpaityal - 1 freq privateese - 1 freq provides - 19 freq profits - 17 freq prove't - 1 freq pravda - 2 freq perpetual - 4 freq profitisation - 3 freq profiteers - 6 freq perpetrated - 2 freq profit-makkin - 1 freq privatised - 1 freq profitised - 2 freq profitable - 4 freq profitise - 1 freq privateers - 1 freq probation - 2 freq 'private - 1 freq 'provide - 1 freq proaphit - 16 freq proaphits - 8 freq perfait - 2 freq proaphit's - 2 freq proafit - 15 freq proafitess - 1 freq proafits - 18 freq pervades - 2 freq prophit - 16 freq prophits - 24 freq privet - 9 freq propped-up - 1 freq profitin - 2 freq providers - 5 freq providin' - 3 freq parapits - 1 freq prrrrrrrpt - 2 freq perfyte - 7 freq preeved - 2 freq perfithe - 1 freq parfit - 2 freq perfidious - 1 freq privateer - 1 freq propter - 1 freq perpetuate - 3 freq pruivit - 3 freq prophets - 2 freq proppit - 3 freq provider - 3 freq prevat - 4 freq €˜perfidious - 2 freq prevateised - 1 freq privitate - 1 freq perfitness - 1 freq perpetuatit - 2 freq prophetis - 1 freq proppt - 1 freq perpetrating - 1 freq profitably - 1 freq perfidy - 1 freq privates - 1 freq prohibitive - 1 freq privately - 2 freq perpetuated - 1 freq preived - 1 freq parapet - 3 freq privations - 1 freq perpetuitie - 1 freq providing - 5 freq prophetically - 1 freq prohibition - 1 freq parvati - 1 freq prohibit - 1 freq pruved - 1 freq prophetic - 2 freq provit - 1 freq privateeen - 1 freq pforpaddy - 7 freq purefitbaw - 6 freq proftomkins - 2 freq provideed - 1 freq peeriebitbreezy - 1 freq |
MetaPhone code - PRPT propped - 3 freq prapt - 1 freq prepped - 2 freq prrrrrrrpt - 2 freq proppit - 3 freq proppt - 1 freq parapet - 3 freq |
PARAPET |
| Time to execute Levenshtein function - 0.218207 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 - 0.340879 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 - 0.027727 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 - 0.037155 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 - 0.000998 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. |