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Unicode Normalization Mark Davis www.macchiato.com.

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Presentation on theme: "Unicode Normalization Mark Davis www.macchiato.com."— Presentation transcript:

1 Unicode Normalization Mark Davis www.macchiato.com

2 Normalization Uniqueness two equivalent strings have precisely the same normalized form Fast binary comparison, accurate digital signatures Recommended for XML, JavaScript and other standards

3 Canonical Equivalence Fundamental equivalence Indistinguishable to users, when correctly rendered Includes Combining sequences Hangul Singletons Ω C¸Ç

4 Compatibility Equivalence Formatting differences Font variants ( ) Breaking differences (-) Cursive forms ( ) Circled ( ) Width, size, rotated ( ) Super/subscripts ( ) Squared characters ( ) Fractions ( ) Others ( dž ) fi kg

5 UTR #15: Unicode Normalization Forms Form DCanonical Decomposition Form KDCompatibility Decomposition Form C Form D + Canonical Composition Form KC Form KD + Canonical Composition

6 Normalization Requirement Uniqueness: two equivalent strings will have precisely the same normalized form If two strings x and y are canonical equivalents, then C(x) = C(y) D(x) = D(y) If two strings are compatibility equivalents, then KC(x) = KC(y) KD(x) = KD(y)

7 Affected Characters None of the forms affect text with only ASCII characters (U+0000 to U+007F) None of the forms generate compability characters that were not in the source text. Both KD and KC replace compatibility characters. Both D and C maintain compatibility characters.

8 Cautions: Decomposition Requires decomposition mappings from the Unicode Character Database Those decomposition mappings must be applied recursively The string must be put into canonical order Either Canonical or Compatibility

9 Cautions: Composition Decomposition required first! Then canonical composition Composition data: fixed at Unicode 3.0.0 Some characters are excluded from composition Form C and Form KC can still have combining characters! Required for Indic, Arabic, Hebrew, &c.

10 Caution: Both C & D All normalization forms are not closed under string concatenation. Example: NFC/D "…a̰ " + " ̀…" Not Norm. "…à̰ …" NFC "…à̰ …" NFD "…a ̰̀ …" Exceptions easy to test for

11 Composition Process 1. Decompose (D or KD) 2. Combine unblocked characters with the previous starter, if possible*

12 Composition Exclusions Script Specifics + ̣ Futures: G + ̣ G ̣ Singletons* Ω Ω Non-starter sequences* ̈ + ́ ̈́

13 Legacy Encoding Legacy text is normalized if it maps 1:1 to normalized Unicode text Legacy sets: Prenormalized: e.g. ISO 8859-1 Normalizable: e.g. ISO 2022 (ISO 5426/ISO 8859-1/…) Unnormalizable: e.g. ISO 5426

14 Programming Identifiers Closed under all Normalization Forms, if minor changes incorporated Modified syntax: identifier := start ( start | extend )* start := [{Lu}{Ll}{Lt}{Lm}{Lo}{Nl}] - irregulars – combining_like extend := [{Mn}{Mc}{Nd}{Pc}{Cf}] - irregulars + combining_like + mid_dot (Almost) closed under Case Mappings see SpecialCasing.txt

15 Resources Reference version on Unicode Site Production Version http://oss.software.ibm.com/icu ICU: C/C++ and Java Versions Open Source, with IBM Public License Free commercial use and distribution: Not Viral! Panel Later today Other companies also providing: ask!

16 Normalization Uniqueness: two equivalent strings have precisely the same normalized form Fast binary comparison, accurate digital signatures Recommended for XML, JavaScript and other standards

17 Q & A

18 Backup Slides

19 Definition: Starter S is a starter = Canonical class of zero in the Unicode Character Database Can start a composition Examples: Starters: Spacing marks, some non-spacing a, ق Θ Non-starters: most non-spacing marks ̀, ̊ ̽ ̥

20 Definition: Blocked C is blocked from S There is some character B between S and C, and either B is a starter or B has the same canonical class as C Examples ABC – B blocks C from A A ̀̊ – ̀ blocks ̊ from A Ḁ̊ –̥ doesnt block ̊ from A

21 Testing Conformance: Canonical For all Unicode characters X C(X) = C(D(X) D(X), C(X) in canonical order CDMNo CDM X = D(X) X = C(X) X D(X) No characters in D(X) have CDM X Exclusions X C(D(X)X = C(D(X)

22 Unicode Normalization Introduction Normalization forms Design goals Specification Excluded characters Versions Legacy encodings Applications

23 Characters and Encoding Forms Å A ° C5 AbstractEncoded 212B F0000 6130A Serialized 00 212B DB80DC00 61030A C5 UTF-16BE UTF-8 C3 E284 F3B080 61CC8A 85 AB


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