DOCSLIB.ORG

Unicode Charts for STIX Two Math Version 2.0.1

Total Page：16

File Type：pdf, Size：1020Kb

Download full-text PDF Read full-text
Unicode Charts for STIX Two Math Version 2.0.1 Unicode Charts for STIX Two Math Version 2.0.1 David M. Jones (on behalf of STIPub) April 15, 2019 These charts compare the STIX 2.0.1 against Unicode 12.0.0. Note The STIX Two Math font includes duplicates of all characters supported in STIX Two Text Regular, but in some cases with different forms suited to use in math typesetting. This character coverage ensures thatany character from this common subset that occurs within a math equation will be correctly displayed, even if it is not a math symbol with a generally recognised meaning. However, use of the STIX Two Math font to typeset non-mathematical text is discouraged, and the Text font family should be used for this purpose. Legend • Characters shown in black (e.g., U+0021) are supported directly by the font. • Characters shown in red (e.g., U+01CE) are not directly supported but can be synthesized by a Unicode- aware shaping engine. (These charts were generated with X TE EX 0.99996.) Note: Many of the characters in this category are poorly rendered because of deficiencies in the font’s gpos table. Plans are being made to address these problems. • Grey squares (e.g., U+0380) indicate code points that are not assigned a meaning in Unicode 12.0. • Otherwise blank squares that contain a code point (e.g., U+0020) indicate characters with no visible rep- resentation. These may or may not be zero-width characters; see the Unicode Standard for details. • Completely blank squares (e.g., U+0181) indicate code points correspondinng to characters that STIX 2.0.1 does not support. • Black squares (e.g., U+FFFE) indicate noncharacter code points. Notes • Not every composite character supported by the STIX fonts is included in these charts; only characters that are assigned a code point by Unicode 12.0 are shown. For example, you will not find “x̣” in these charts since Unicode does not assign a code point to that character. It can, however, be composed from the sequence U+0078 LATIN SMALL LETTER X followed by U+0323 COMBINING DOT BELOW. • Similarly, not every variant glyph of every character is displayed. See the STIX 2.0.1 release notes and accompanying documentation for more information on the OpenType font features and stylistic sets sup- ported by STIX Two. • Glyphs are shown at size 20 pt unless otherwise indicated. 1 OpenType Language Systems and Features See the OpenType Specification for a description of the following features. Script Language ccmp dtls flac ssty math default ✓ ✓ ✓ ✓ Character Variants cv03 U+2205 ∅ → ∅ EMPTY SET Note: The default shape of the empty set symbol has not been changed to preserve backwards compatibility. Stylistic Sets The original STIX fonts contained a number of variant forms of math symbols. These are preserved in STIX Two but are now accessible via OpenType Layout stylistic set substitution features. There are a limited number of such features available, so while an effort has been made to group like substitutions together, there is inevitably a ‘grab-bag’ feature (ss20) containing miscellaneous variants. Stylistic sets 17–19 are reserved for future use. Sets 8 and 9 are included for compatibility with the XITS fonts. As will be obvious, most of these stylistic sets could be extended in natural ways. The current repertoire reflects the glyphs available in version 1 of the STIX fonts and may be extended in the future if there is sufficient interest. Stylistic Set 1 <ss01> Stylistic Set 2 <ss02> Stylistic Set 5 <ss05> Substitute roundhand for chancery Variants of selected math italic Shorter variants of selected arrows. Script Alphanumeric Symbols. lowercase letters. 2190 ← → ← 1D49C 풜 → 풜 1D454 푔 → 푔 2191 ↑ → ↑ 212C ℬ → ℬ 1D488 품 → 2192 → → → 1D49E 풞 → 풞 1D628 혨 → 2193 ↓ → ↓ 1D49F 풟 → 풟 1D65C 활 → 21D1 ⇑ → ⇑ 2130 ℰ → ℰ 1D462 푢 → 푢 21D3 ⇓ → ⇓ 2131 ℱ → ℱ 1D463 푣 → 푣 21E0 ⇠ → ⇠ 1D4A2 풢 → 풢 1D464 푤 → 푤 21E2 ⇢ → ⇢ 210B ℋ → ℋ 1D467 푧 → 푧 2110 ℐ → ℐ Stylistic Set 6 <ss06> Stylistic Set 3 <ss03> 1D4A5 풥 → 풥 Narrower or shorter variants of 1D4A6 풦 → 풦 Variants of characters with assorted symbols. 2112 ℒ → ℒ cross-bars. 2208 ∈ → ∈ 2133 ℳ → ℳ 019B ƛ → ƛ 220B ∋ → ∋ 1D4A9 풩 → 풩 210F ℏ → ℏ 2223 ∣ → ∣ 1D4AA 풪 → 풪 2224 ∤ → ∤ 1D4AB 풫 → 풫 Stylistic Set 4 <ss04> 2225 ∥ → ∥ 1D4AC 풬 → 풬 Larger, lower variants of prime, 2226 ∦ → ∦ 211B ℛ → ℛ minute, second, etc. 2AEE ⫮ → ⫮ 1D4AE 풮 → 풮 2032 ′ → ′ 1D4AF 풯 → 풯 2033 ″ → ″ 1D4B0 풰 → 풰 2034 ‴ → 1D4B1 풱 → 풱 2057 ⁗ → 1D4B2 풲 → 풲 2035 ‵ → ‵ 1D4B3 풳 → 풳 2036 ‶ → 1D4B4 풴 → 풴 2037 ‷ → 1D4B5 풵 → 풵 STIX Two Math v2.0.1 2 Stylistic Set 7 <ss07> Stylistic Set 9 <ss09> Stylistic Set 11 <ss11> Smaller versions of various (XITS compatibility) Vertical slash Variant negated sub/superset operators. variants of some negated symbols. relations. Note: In version 2.0.0, the 0338 ̸ → ⃒ 228A ⊊ → ⊊ transformation ∅ → ∅ was 2209 ∉ → ∉ 228B ⊋ → ⊋ erroneously included in this 220C ∌ → ∌ 2ACB ⫋ → ⫋ stylistic set. That transformation 2241 ≁ → ≁ has been moved to cv03. 2ACC ⫌ → ⫌ 2244 ≄ → ≄ 2140 ⅀ → ⅀ 2246 ≆ → ≆ Stylistic Set 12 <ss12> 220F ∏ → ∏ 2247 ≇ → ≇ Low-modulation, ‘sans serif’-like 2210 ∐ → ∐ 2249 ≉ → ≉ variants. 2211 ∑ → ∑ 2260 ≠ → ≠ 221D ∝ → ∝ 221A √ → √ 2262 ≢ → ≢ 2322 ⌢ → ⌢ 221B ∛ → ∛ 2268 ≨ → ≨ 2323 ⌣ → ⌣ 221C ∜ → ∜ 2269 ≩ → ≩ Stylistic Set 13 <ss13> 226D ≭ → ≭ Horizontally-flipped sine-wave Stylistic Set 8 <ss08> 226E ≮ → ≮ symbol. (XITS compatibility) Upright forms 226F ≯ → ≯ of integrals, including size variants 2270 ≰ → ≰ 223F ∿ → ∿ (not shown). 2271 ≱ → ≱ Stylistic Set 14 <ss14> 222B ∫ → ∫ 2274 ≴ → ≴ Taller versions of three symbols. 222C ∬ → ∬ 2275 ≵ → ≵ 222D ∭ → ∭ 2278 ≸ → ≸ 2216 ∖ → ∖ 2A3C ⨼ → ⨼ 222E ∮ → ∮ 2279 ≹ → ≹ 2A3D ⨽ → ⨽ 222F ∯ → ∯ 2280 ⊀ → ⊀ 2230 ∰ → ∰ 2281 ⊁ → ⊁ Stylistic Set 15 <ss15> 2231 ∱ → ∱ 2284 ⊄ → ⊄ Slab-serif variants. 2232 ∲ → ∲ 2285 ⊅ → ⊅ 2229 ∩ → ∩ 2233 ∳ → ∳ 2288 ⊈ → ⊈ 222A ∪ → ∪ 2A0B ⨋ → ⨋ 2289 ⊉ → ⊉ 2293 ⊓ → ⊓ 2A0C ⨌ → ⨌ 22E0 ⋠ → ⋠ 2294 ⊔ → ⊔ 2A0D ⨍ → ⨍ 22E1 ⋡ → ⋡ 2A0E ⨎ → ⨎ 22EC ⋬ → ⋬ Stylistic Set 16 <ss16> 2A0F ⨏ → ⨏ 22ED ⋭ → ⋭ Variant circled operators (note 2A10 ⨐ → ⨐ inconsistent sets). Stylistic Set 10 <ss10> 2A11 ⨑ → ⨑ 2295 ⊕ → ⊕ 2A12 ⨒ → ⨒ Slanted variants of selected 2297 ⊗ → ⊗ 2A13 ⨓ → ⨓ greater/lesser relations. 229C ⊜ → ⊜ 2A14 ⨔ → ⨔ 2272 ≲ → ≲ Stylistic Set 20 <ss20> 2A15 ⨕ → ⨕ 2273 ≳ → ≳ 2A16 ⨖ → ⨖ 22DA ⋚ → ⋚ Miscellaneous variants. 2A17 ⨗ → ⨗ 22DB ⋛ → ⋛ 223E ∾ → ∾ 224C ≌ → ≌ 2A18 ⨘ → ⨘ 2A9D ⪝ → ⪝ 2423 ␣ → ␣ 2A19 ⨙ → ⨙ 2A9E ⪞ → ⪞ 25A9 ▩ → ▩ 2A1A ⨚ → ⨚ 2AAC ⪬ → ⪬ 2A1B ⨛ → ⨛ 2AAD ⪭ → ⪭ 2A1C ⨜ → ⨜ STIX Two Math v2.0.1 3 Mathematical Standardized Variants Standardized Variants are described in section 22.5 of the Unicode 12.0 Core Specification and in the Standard- izedVariants.txt file in the Unicode Character Database. As noted below, most of the Standardized Variants are also accessible via Character Variants or Stylistic Sets. U+0030 U+FE00 0 → 0 U+2205 U+FE00 ∅ → ∅ cv03 U+2229 U+FE00 ∩ → ∩ ss15 U+222A U+FE00 ∪ → ∪ ss15 U+2268 U+FE00 ≨ → ≨ ss09 U+2269 U+FE00 ≩ → ≩ ss09 U+2272 U+FE00 ≲ → ≲ ss10 U+2273 U+FE00 ≳ → ≳ ss10 U+228A U+FE00 ⊊ → ⊊ ss11 U+228B U+FE00 ⊋ → ⊋ ss11 U+2293 U+FE00 ⊓ → ⊓ ss15 U+2294 U+FE00 ⊔ → ⊔ ss15 U+2295 U+FE00 ⊕ → ⊕ ss16 U+2297 U+FE00 ⊗ → ⊗ ss16 U+229C U+FE00 ⊜ → ⊜ ss16 U+22DA U+FE00 ⋚ → ⋚ ss10 U+22DB U+FE00 ⋛ → ⋛ ss10 U+2A3C U+FE00 ⨼ → ⨼ ss14 U+2A3D U+FE00 ⨽ → ⨽ ss14 U+2A9D U+FE00 ⪝ → ⪝ ss10 U+2A9E U+FE00 ⪞ → ⪞ ss10 U+2AAC U+FE00 ⪬ → ⪬ ss10 U+2AAD U+FE00 ⪭ → ⪭ ss10 U+2ACB U+FE00 ⫋ → ⫋ ss11 U+2ACC U+FE00 ⫌ → ⫌ ss11 STIX Two Math v2.0.1 4 0000 C0 Controls and Basic Latin 007F 000 001 002 003 004 005 006 007 0 0 @ P ‘ p 0020 0030 0040 0050 0060 0070 1 ! 1 A Q a q 0021 0031 0041 0051 0061 0071 2 ” 2 B R b r 0022 0032 0042 0052 0062 0072 3 # 3 C S c s 0023 0033 0043 0053 0063 0073 4 $ 4 D T d t 0024 0034 0044 0054 0064 0074 5 % 5 E U e u 0025 0035 0045 0055 0065 0075 6 & 6 F V f v 0026 0036 0046 0056 0066 0076 7 ’ 7 G W g w 0027 0037 0047 0057 0067 0077 8 ( 8 H X h x 0028 0038 0048 0058 0068 0078 9 ) 9 I Y i y 0029 0039 0049 0059 0069 0079 A * : J Z j z 002A 003A 004A 005A 006A 007A B + ; K [ k { 002B 003B 004B 005B 006B 007B C , < L \ l | 002C 003C 004C 005C 006C 007C D - = M ] m } 002D 003D 004D 005D 006D 007D E . > N ^ n ~ 002E 003E 004E 005E 006E 007E F / ? O _ o 002F 003F 004F 005F 006F STIX Two Math v2.0.1 5 0080 C1 Controls and Latin-1 Supplement 00FF 008 009 00A 00B 00C 00D 00E 00F 0 ° À Ð à ð 00A0 00B0 00C0 00D0 00E0 00F0 1 ¡ ± Á Ñ á ñ 00A1 00B1 00C1 00D1 00E1 00F1 2 ¢ ² Â Ò â ò 00A2 00B2 00C2 00D2 00E2 00F2 3 £ ³ Ã Ó ã ó 00A3 00B3 00C3 00D3 00E3 00F3 4 ¤ ´ Ä Ô ä ô 00A4 00B4 00C4 00D4 00E4 00F4 5 ¥ µ Å Õ å õ 00A5 00B5 00C5 00D5 00E5 00F5 6 ¦ ¶ Æ Ö æ ö 00A6 00B6 00C6 00D6 00E6 00F6 7 § · Ç × ç ÷ 00A7 00B7 00C7 00D7 00E7 00F7 8 ¨ ¸ È Ø è ø 00A8 00B8 00C8 00D8 00E8 00F8 9 © ¹ É Ù é ù 00A9 00B9 00C9 00D9 00E9 00F9 A ª º Ê Ú ê ú 00AA 00BA 00CA 00DA 00EA 00FA B « » Ë Û ë û 00AB 00BB 00CB 00DB 00EB 00FB C ¬ ¼ Ì Ü ì ü 00AC 00BC 00CC 00DC 00EC 00FC D ½ Í Ý í ý 00AD 00BD 00CD 00DD 00ED 00FD E ® ¾ Î Þ î þ 00AE 00BE 00CE 00DE 00EE 00FE F ¯ ¿ Ï ß ï ÿ 00AF 00BF 00CF 00DF 00EF 00FF STIX Two Math v2.0.1 6 0100 Latin Extended-A 017F 010 011 012 013 014 015 016 017 0 Ā Đ Ġ İ ŀ Ő Š Ű 0100 0110 0120 0130 0140 0150 0160 0170 1 ā đ ġ ı Ł ő š ű 0101 0111 0121 0131 0141 0151 0161 0171 2 Ă Ē Ģ IJ ł Œ Ţ Ų 0102 0112 0122 0132 0142 0152 0162 0172 3 ă ē ģ ij Ń œ ţ ų 0103 0113 0123 0133 0143 0153 0163 0173 4 Ą Ĕ Ĥ Ĵ ń Ŕ Ť Ŵ 0104 0114 0124 0134 0144 0154 0164 0174 5 ą ĕ ĥ ĵ Ņ ŕ ť ŵ 0105 0115 0125 0135 0145 0155 0165 0175 6 Ć Ė Ħ Ķ ņ Ŗ Ŧ Ŷ 0106 0116 0126 0136 0146 0156 0166 0176 7 ć ė ħ ķ Ň ŗ ŧ ŷ 0107 0117 0127 0137 0147 0157 0167 0177 8 Ĉ Ę Ĩ ĸ ň Ř Ũ Ÿ 0108 0118 0128 0138 0148 0158 0168
Load more

Recommended publications
  • Assessment of Options for Handling Full Unicode Character Encodings in MARC21 a Study for the Library of Congress
    1 Assessment of Options for Handling Full Unicode Character Encodings in MARC21 A Study for the Library of Congress Part 1: New Scripts Jack Cain Senior Consultant Trylus Computing, Toronto 1 Purpose This assessment intends to study the issues and make recommendations on the possible expansion of the character set repertoire for bibliographic records in MARC21 format. 1.1 “Encoding Scheme” vs. “Repertoire” An encoding scheme contains codes by which characters are represented in computer memory. These codes are organized according to a certain methodology called an encoding scheme. The list of all characters so encoded is referred to as the “repertoire” of characters in the given encoding schemes. For example, ASCII is one encoding scheme, perhaps the one best known to the average non-technical person in North America. “A”, “B”, & “C” are three characters in the repertoire of this encoding scheme. These three characters are assigned encodings 41, 42 & 43 in ASCII (expressed here in hexadecimal). 1.2 MARC8 "MARC8" is the term commonly used to refer both to the encoding scheme and its repertoire as used in MARC records up to 1998. The ‘8’ refers to the fact that, unlike Unicode which is a multi-byte per character code set, the MARC8 encoding scheme is principally made up of multiple one byte tables in which each character is encoded using a single 8 bit byte. (It also includes the EACC set which actually uses fixed length 3 bytes per character.) (For details on MARC8 and its specifications see: http://www.loc.gov/marc/.) MARC8 was introduced around 1968 and was initially limited to essentially Latin script only.
    [Show full text]
  • Request to Annotate North Indian Quarter Signs for Malayalam Usage Cibu Johny [email protected] Shiju Alex [email protected] Sunil V S [email protected]
    Request to Annotate North Indian Quarter Signs for Malayalam Usage Cibu Johny [email protected] Shiju Alex [email protected] Sunil V S [email protected] 2017‐Sep‐22 Introduction Malayalam has following fractions involving quarter: Malayalam Unicode chart: h ttp://unicode.org/charts/PDF/U0D00.pdf However, many 19th century Malayalam documents use the North Indian quarter forms as well. Those forms are: Common Indic Number Forms Unicode chart: h ttp://www.unicode.org/charts/PDF/UA830.pdf However, this is not indicated either in the Malayalam section of the standard nor in the Common Indic Number Forms. The ‘North Indic’ common prefix for the names of the fractions could imply that it is not used in Malayalam. 1 Attestations Attestations from various sources are listed below: 1856 ­ The Malayalam Reader Charles Collet, CMS Press Cottayam, Page 4 1868 ­ Kerala pazhama ­ Basel Mission Press, Mangalore, Page 59 2 1873 ­ Sreemahabharatham ­ Vidyavilasam, Calicut, Cover page 1856 ­ The Malayalam Reader Charles Collet, CMS Press Cottayam, Page 14,15 3 Annotation requests Request 1 The chart for Common Indic Number Forms needs to add following to U+A830, U+A830, and U+A830: ● Used in Malayalam also Request 2 The Malayalam chart should add following annotation: 0D73 ൳ MALAYALAM FRACTION ONE QUARTER → A830 ꠰ NORTH INDIC FRACTION ONE QUARTER 0D73 ൴ MALAYALAM FRACTION ONE HALF → A831 ꠱ NORTH INDIC FRACTION ONE HALF 0D73 ൵ MALAYALAM FRACTION THREE QUARTERS → A832 ꠲ NORTH INDIC FRACTION THREE QUARTERS Request 3 In section 12.9 Malayalam: Malayalam Numbers and Punctuation, following editorial change is required: Archaic Numbers. The characters used for the archaic number system, includes those for 10, 100, and 1000, and fractions.
    [Show full text]
  • The Impact of Visuo-Spatial Number Forms on Simple Arithmetic
    cortex 45 (2009) 1261–1265 available at www.sciencedirect.com journal homepage: www.elsevier.com/locate/cortex Special section: Research report The impact of visuo-spatial number forms on simple arithmetic Jamie Warda,*, Noam Sagivb and Brian Butterworthc aDepartment of Psychology, University of Sussex, Brighton, UK bCentre for Cognition and Neuroimaging, Brunel University, UK cInstitute of Cognitive Neuroscience and Department of Psychology, University College London, UK article info abstract Article history: Number forms, conscious visuo-spatial representations of the sequence of numbers, are Received 11 November 2008 found in around 12% of the population. However, their contribution to numerical cognition Reviewed 11 February 2009 is not well understood. In this study we contrast the speeded performance of individuals Revised 2 March 2009 with number forms versus controls on single digit multiplication, subtraction and addition. Accepted 25 March 2009 Previous research has suggested that multiplication may rely more on retrieval of verbal Published online 7 July 2009 facts whereas subtraction relies more on online calculation using a putatively spatial ‘mental number line’. If people with number forms rely more heavily on visual-spatial Keywords: strategies than verbal ones then we hypothesised that multiplication may be dispropor- SNARC tionately affected by this strategy relative to subtraction, and this was found. Synaesthesia/synesthesia ª 2009 Elsevier Srl. All rights reserved. Numbers Number form Space 1. Introduction automatically and take on a consistent shape over time (e.g., Sagiv et al., 2006; Seron et al., 1992). As such they share key It is now widely recognised that there is a spatial component characteristics with other types of synaesthesia (e.g., Ward to numerical cognition (Fias and Fischer, 2005; Hubbard and Mattingley, 2006).
    [Show full text]
  • Letterlike Symbols Number Forms
    ISO/IEC JTC1/SC2/WG2 N2392 Title: A Report of Korean Script ad hoc group meeting on Oct. 15, 2001 Participants: Kim Kyongsok (ROK), Mun Hwang Ryong, Park Dong Ki, Yang Song Jin, Yun Chang Hwa (four from D P R of Korea), Kobayashi (not present when the report was written) Source : Korean script ad hoc group. Date: 2001-10-16 References: WG2 N2374, WG2 N2376, WG2 N2390, WG2 N2243 1. D P R of Korea nominated Mr. YANG, Song Jin as a co-chair from D P R of Korea. 2. Adding a 6th column to CJK and CJK Ext. A tables of ISO/IEC 10646-1:2000 [WG2 N2376] - D P R of Korea proposed that they would prepare a sample output of one page so that IRG and WG2 can review it, on the condition that IRG Rapporteur, IRG Technical Editor and Contributing Editor provide D P R of Korea with current CJK fonts and related software used to produce the current CJK tables. When the sample output proves acceptable, DPRK would prepare CJK and CJK Ext. A tables. - Detailed milestones can be discussed at WG2. 3. Adding 70 symbols [WG2 N2374, WG2 N2390] 3.1 For the following 47 characters, no issues were raised and propose that they be added to BMP. Letterlike Symbols Proposed Shape Character Name UCS LIMITED LIABILITY SIGN U+214C # 004C 0054 0044 PARTNERSHIP SIGN U+214D # 0050 0054 0045 FACSIMILE SIGN U+214E # 0046 0041 0058 Number Forms Proposed Shape Character Name UCS VULGAR FRACTION ONE HALF WITH U+2151 HORIZONTAL BAR # 00BD VULGAR FRACTION ONE THIRD WITH U+2184 HORIZONTAL BAR # 2153 VULGAR FRACTION TWO THIRDS WITH U+2185 HORIZONTAL BAR # 2154 VULGAR FRACTION
    [Show full text]
  • Middle East-I 9 Modern and Liturgical Scripts
    The Unicode® Standard Version 13.0 – Core Specification To learn about the latest version of the Unicode Standard, see http://www.unicode.org/versions/latest/. Many of the designations used by manufacturers and sellers to distinguish their products are claimed as trademarks. Where those designations appear in this book, and the publisher was aware of a trade- mark claim, the designations have been printed with initial capital letters or in all capitals. Unicode and the Unicode Logo are registered trademarks of Unicode, Inc., in the United States and other countries. The authors and publisher have taken care in the preparation of this specification, but make no expressed or implied warranty of any kind and assume no responsibility for errors or omissions. No liability is assumed for incidental or consequential damages in connection with or arising out of the use of the information or programs contained herein. The Unicode Character Database and other files are provided as-is by Unicode, Inc. No claims are made as to fitness for any particular purpose. No warranties of any kind are expressed or implied. The recipient agrees to determine applicability of information provided. © 2020 Unicode, Inc. All rights reserved. This publication is protected by copyright, and permission must be obtained from the publisher prior to any prohibited reproduction. For information regarding permissions, inquire at http://www.unicode.org/reporting.html. For information about the Unicode terms of use, please see http://www.unicode.org/copyright.html. The Unicode Standard / the Unicode Consortium; edited by the Unicode Consortium. — Version 13.0. Includes index. ISBN 978-1-936213-26-9 (http://www.unicode.org/versions/Unicode13.0.0/) 1.
    [Show full text]
  • Number Forms Range: 2150–218F
    Number Forms Range: 2150–218F This file contains an excerpt from the character code tables and list of character names for The Unicode Standard, Version 14.0 This file may be changed at any time without notice to reflect errata or other updates to the Unicode Standard. See https://www.unicode.org/errata/ for an up-to-date list of errata. See https://www.unicode.org/charts/ for access to a complete list of the latest character code charts. See https://www.unicode.org/charts/PDF/Unicode-14.0/ for charts showing only the characters added in Unicode 14.0. See https://www.unicode.org/Public/14.0.0/charts/ for a complete archived file of character code charts for Unicode 14.0. Disclaimer These charts are provided as the online reference to the character contents of the Unicode Standard, Version 14.0 but do not provide all the information needed to fully support individual scripts using the Unicode Standard. For a complete understanding of the use of the characters contained in this file, please consult the appropriate sections of The Unicode Standard, Version 14.0, online at https://www.unicode.org/versions/Unicode14.0.0/, as well as Unicode Standard Annexes #9, #11, #14, #15, #24, #29, #31, #34, #38, #41, #42, #44, #45, and #50, the other Unicode Technical Reports and Standards, and the Unicode Character Database, which are available online. See https://www.unicode.org/ucd/ and https://www.unicode.org/reports/ A thorough understanding of the information contained in these additional sources is required for a successful implementation.
    [Show full text]
  • Glossary of Mathematical Symbols
    Glossary of mathematical symbols A mathematical symbol is a figure or a combination of figures that is used to represent a mathematical object, an action on mathematical objects, a relation between mathematical objects, or for structuring the other symbols that occur in a formula. As formulas are entirely constituted with symbols of various types, many symbols are needed for expressing all mathematics. The most basic symbols are the decimal digits (0, 1, 2, 3, 4, 5, 6, 7, 8, 9), and the letters of the Latin alphabet. The decimal digits are used for representing numbers through the Hindu–Arabic numeral system. Historically, upper-case letters were used for representing points in geometry, and lower-case letters were used for variables and constants. Letters are used for representing many other sort of mathematical objects. As the number of these sorts has dramatically increased in modern mathematics, the Greek alphabet and some Hebrew letters are also used. In mathematical formulas, the standard typeface is italic type for Latin letters and lower-case Greek letters, and upright type for upper case Greek letters. For having more symbols, other typefaces are also used, mainly boldface , script typeface (the lower-case script face is rarely used because of the possible confusion with the standard face), German fraktur , and blackboard bold (the other letters are rarely used in this face, or their use is unconventional). The use of Latin and Greek letters as symbols for denoting mathematical objects is not described in this article. For such uses, see Variable (mathematics) and List of mathematical constants. However, some symbols that are described here have the same shape as the letter from which they are derived, such as and .
    [Show full text]
  • Dejavusansmono-Bold.Ttf [Dejavu Sans Mono Bold]
    DejaVuSerif.ttf [DejaVu Serif] [DejaVu Serif] Basic Latin, Latin-1 Supplement, Latin Extended-A, Latin Extended-B, IPA Extensions, Phonetic Extensions, Phonetic Extensions Supplement, Spacing Modifier Letters, Modifier Tone Letters, Combining Diacritical Marks, Combining Diacritical Marks Supplement, Greek And Coptic, Cyrillic, Cyrillic Supplement, Cyrillic Extended-A, Cyrillic Extended-B, Armenian, Thai, Georgian, Georgian Supplement, Latin Extended Additional, Latin Extended-C, Latin Extended-D, Greek Extended, General Punctuation, Supplemental Punctuation, Superscripts And Subscripts, Currency Symbols, Letterlike Symbols, Number Forms, Arrows, Supplemental Arrows-A, Supplemental Arrows-B, Miscellaneous Symbols and Arrows, Mathematical Operators, Supplemental Mathematical Operators, Miscellaneous Mathematical Symbols-A, Miscellaneous Mathematical Symbols-B, Miscellaneous Technical, Control Pictures, Box Drawing, Block Elements, Geometric Shapes, Miscellaneous Symbols, Dingbats, Non- Plane 0, Private Use Area (plane 0), Alphabetic Presentation Forms, Specials, Braille Patterns, Mathematical Alphanumeric Symbols, Variation Selectors, Variation Selectors Supplement DejaVuSansMono.ttf [DejaVu Sans Mono] [DejaVu Sans Mono] Basic Latin, Latin-1 Supplement, Latin Extended-A, Latin Extended-B, IPA Extensions, Phonetic Extensions, Phonetic Extensions Supplement, Spacing Modifier Letters, Modifier Tone Letters, Combining Diacritical Marks, Combining Diacritical Marks Supplement, Greek And Coptic, Cyrillic, Cyrillic Supplement, Cyrillic Extended-A,
    [Show full text]
  • Junicode, V. 0.6.5
    Junicode, v. 0.6.5 Table of Contents What is Junicode?...............................................................................................................2 GNU General Public License..............................................................................................3 How the GNU General Public License Applies to Junicode..............................................11 How to install Junicode.....................................................................................................12 1. Microsoft Windows..................................................................................................12 2. Macintosh OS X.......................................................................................................12 3. Linux.......................................................................................................................12 Reading the Code Charts..................................................................................................12 Basic Latin (0000-007F)....................................................................................................14 Latin 1 Supplement (0080-00FF)......................................................................................15 Latin Extended A (0100-017F).........................................................................................16 Latin Extended B (0180-024F).........................................................................................17 IPA Extensions (0250-02AF)............................................................................................18
    [Show full text]
  • Common Indic Number Forms Range: A830–A83F
    Common Indic Number Forms Range: A830–A83F This file contains an excerpt from the character code tables and list of character names for The Unicode Standard, Version 14.0 This file may be changed at any time without notice to reflect errata or other updates to the Unicode Standard. See https://www.unicode.org/errata/ for an up-to-date list of errata. See https://www.unicode.org/charts/ for access to a complete list of the latest character code charts. See https://www.unicode.org/charts/PDF/Unicode-14.0/ for charts showing only the characters added in Unicode 14.0. See https://www.unicode.org/Public/14.0.0/charts/ for a complete archived file of character code charts for Unicode 14.0. Disclaimer These charts are provided as the online reference to the character contents of the Unicode Standard, Version 14.0 but do not provide all the information needed to fully support individual scripts using the Unicode Standard. For a complete understanding of the use of the characters contained in this file, please consult the appropriate sections of The Unicode Standard, Version 14.0, online at https://www.unicode.org/versions/Unicode14.0.0/, as well as Unicode Standard Annexes #9, #11, #14, #15, #24, #29, #31, #34, #38, #41, #42, #44, #45, and #50, the other Unicode Technical Reports and Standards, and the Unicode Character Database, which are available online. See https://www.unicode.org/ucd/ and https://www.unicode.org/reports/ A thorough understanding of the information contained in these additional sources is required for a successful implementation.
    [Show full text]
  • Proposal to Encode Ottoman Siyaq Numbers in Unicode
    Proposal to encode Ottoman Siyaq Numbers in Unicode Anshuman Pandey [email protected] September 29, 2017 This is a proposal to encode Ottoman Siyaq Numbers in the Unicode standard. A description of the typology of the numbers and the encoding model have been presented in the following documents: • L2/07-414 “Proposal to Encode Siyaq Numerals” • L2/09-166 “Ottoman Numerals: Towards a Model for Encoding Numerals of the Siyaq Systems” • L2/11-271 “Preliminary Proposal to Encode Ottoman Siyaq Numbers in the UCS” • L2/15-072R2 “Proposal to Encode Ottoman Siyaq Numbers in Unicode” Major changes from previous versions are: • Removal of the alternate form of twenty thousand • Addition of two fractions and a description of their orthography Proposals to encode characters of three other Siyaq systems were submitted previously: • L2/15-066R “Proposal to Encode Diwani Siyaq Numbers in Unicode” • L2/15-121R2 “Proposal to Encode Indic Siyaq Numbers in Unicode” • L2/15-122R “Proposal to Encode Persian Siyaq Numbers in Unicode” 1 Script Details Block name The name ‘Ottoman Siyaq Numbers’ is assigned to the block. This name reflects the sources in which these numbers are most commonly attested. Character repertoire The proposed repertoire contains 61 characters. All distinctive characters are at- tested in the available sources, excerpts of which are enclosed here. Representative glyphs Representative glyphs are based upon numbers shown in the manuscript in figure 33. They reflect number forms found in the available sources. These glyphs resemble the metal type designs shown in Exposé des signes de numération usités chez les peuples orientaux anciens et modernes by Antoine Paulin Pihan (Paris: L’imprimerie impériale, 1860), see figures 29 and 30.
    [Show full text]
  • Chapter 22, Symbols
    The Unicode® Standard Version 13.0 – Core Specification To learn about the latest version of the Unicode Standard, see http://www.unicode.org/versions/latest/. Many of the designations used by manufacturers and sellers to distinguish their products are claimed as trademarks. Where those designations appear in this book, and the publisher was aware of a trade- mark claim, the designations have been printed with initial capital letters or in all capitals. Unicode and the Unicode Logo are registered trademarks of Unicode, Inc., in the United States and other countries. The authors and publisher have taken care in the preparation of this specification, but make no expressed or implied warranty of any kind and assume no responsibility for errors or omissions. No liability is assumed for incidental or consequential damages in connection with or arising out of the use of the information or programs contained herein. The Unicode Character Database and other files are provided as-is by Unicode, Inc. No claims are made as to fitness for any particular purpose. No warranties of any kind are expressed or implied. The recipient agrees to determine applicability of information provided. © 2020 Unicode, Inc. All rights reserved. This publication is protected by copyright, and permission must be obtained from the publisher prior to any prohibited reproduction. For information regarding permissions, inquire at http://www.unicode.org/reporting.html. For information about the Unicode terms of use, please see http://www.unicode.org/copyright.html. The Unicode Standard / the Unicode Consortium; edited by the Unicode Consortium. — Version 13.0. Includes index. ISBN 978-1-936213-26-9 (http://www.unicode.org/versions/Unicode13.0.0/) 1.
    [Show full text]