Mathematical Alphanumeric Symbols
Mathematical Alphanumeric Symbols | |
---|---|
Range |
U+1D400..U+1D7FF (1,024 code points) |
Plane | SMP |
Scripts | Common |
Symbol sets | Mathematical |
Assigned | 996 code points |
Unused | 28 reserved code points |
Unicode version history | |
3.1 | 991 (+991) |
4.0 | 992 (+1) |
4.1 | 994 (+2) |
5.0 | 996 (+2) |
Note: [1][2] |
Mathematical Alphanumeric Symbols is a Unicode block of Latin and Greek letters and decimal digits that enable mathematicians to denote different notions with different letter styles. The letters in various fonts often have specific, fixed meanings in particular areas of mathematics. By providing uniformity over numerous mathematical articles and books, these conventions help to read mathematical formulae.
Unicode now includes many such symbols (in the range U+1D400โU+1D7FF). The rationale behind this is that it enables design and usage of special mathematical characters (fonts) that include all necessary properties to differentiate from other alphanumerics, e.g. in mathematics an italic "A" can have a different meaning from a roman letter "A". Unicode originally included a limited set of such letter forms in its Letterlike Symbols block before completing the set of Latin and Greek letter forms in this block beginning in version 3.1.
Unicode expressly recommends that these characters not be used in general text as a substitute for presentational markup; the letters are specifically designed to be semantically different from each other. Unicode does not include a set of normal serif letters in the set (thus it assumes a given font is a serif by default; a sans-serif font that supports the range would thus display the standard letters and the "sans-serif" symbols identically but could not display normal serif symbols of the same).
All these letter shapes may be manipulated with MathML's attribute mathvariant.
The introduction date of some of the more commonly used symbols can be found in the Table of mathematical symbols by introduction date.
Tables
Latin letters
Serif | Sans-serif | Script (or Calligraphy) | Fraktur | Mono- space |
Double- struck | ||||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|---|
Normal | Bold | Italic | Bold italic |
Normal | Bold | Italic | Bold italic |
Normal | Bold | Normal | Bold | Normal | Bold |
A | ๐ | ๐ด | ๐จ | ๐ | ๐ | ๐ | ๐ผ | ๐ | ๐ | ๐ | ๐ฌ | ๐ฐ | ๐ธ |
B | ๐ | ๐ต | ๐ฉ | ๐ก | ๐ | ๐ | ๐ฝ | โฌ | ๐ | ๐ | ๐ญ | ๐ฑ | ๐น |
C | ๐ | ๐ถ | ๐ช | ๐ข | ๐ | ๐ | ๐พ | ๐ | ๐ | โญ | ๐ฎ | ๐ฒ | โ |
D | ๐ | ๐ท | ๐ซ | ๐ฃ | ๐ | ๐ | ๐ฟ | ๐ | ๐ | ๐ | ๐ฏ | ๐ณ | ๐ป |
E | ๐ | ๐ธ | ๐ฌ | ๐ค | ๐ | ๐ | ๐ | โฐ | ๐ | ๐ | ๐ฐ | ๐ด | ๐ผ |
F | ๐ | ๐น | ๐ญ | ๐ฅ | ๐ | ๐ | ๐ | โฑ | ๐ | ๐ | ๐ฑ | ๐ต | ๐ฝ |
G | ๐ | ๐บ | ๐ฎ | ๐ฆ | ๐ | ๐ | ๐ | ๐ข | ๐ | ๐ | ๐ฒ | ๐ถ | ๐พ |
H | ๐ | ๐ป | ๐ฏ | ๐ง | ๐ | ๐ | ๐ | โ | ๐ | โ | ๐ณ | ๐ท | โ |
I | ๐ | ๐ผ | ๐ฐ | ๐จ | ๐ | ๐ | ๐ | โ | ๐ | โ | ๐ด | ๐ธ | ๐ |
J | ๐ | ๐ฝ | ๐ฑ | ๐ฉ | ๐ | ๐ | ๐ | ๐ฅ | ๐ | ๐ | ๐ต | ๐น | ๐ |
K | ๐ | ๐พ | ๐ฒ | ๐ช | ๐ | ๐ | ๐ | ๐ฆ | ๐ | ๐ | ๐ถ | ๐บ | ๐ |
L | ๐ | ๐ฟ | ๐ณ | ๐ซ | ๐ | ๐ | ๐ | โ | ๐ | ๐ | ๐ท | ๐ป | ๐ |
M | ๐ | ๐ | ๐ด | ๐ฌ | ๐ | ๐ | ๐ | โณ | ๐ | ๐ | ๐ธ | ๐ผ | ๐ |
N | ๐ | ๐ | ๐ต | ๐ญ | ๐ก | ๐ | ๐ | ๐ฉ | ๐ | ๐ | ๐น | ๐ฝ | โ |
O | ๐ | ๐ | ๐ถ | ๐ฎ | ๐ข | ๐ | ๐ | ๐ช | ๐ | ๐ | ๐บ | ๐พ | ๐ |
P | ๐ | ๐ | ๐ท | ๐ฏ | ๐ฃ | ๐ | ๐ | ๐ซ | ๐ | ๐ | ๐ป | ๐ฟ | โ |
Q | ๐ | ๐ | ๐ธ | ๐ฐ | ๐ค | ๐ | ๐ | ๐ฌ | ๐ | ๐ | ๐ผ | ๐ | โ |
R | ๐ | ๐ | ๐น | ๐ฑ | ๐ฅ | ๐ | ๐ | โ | ๐ก | โ | ๐ฝ | ๐ | โ |
S | ๐ | ๐ | ๐บ | ๐ฒ | ๐ฆ | ๐ | ๐ | ๐ฎ | ๐ข | ๐ | ๐พ | ๐ | ๐ |
T | ๐ | ๐ | ๐ป | ๐ณ | ๐ง | ๐ | ๐ | ๐ฏ | ๐ฃ | ๐ | ๐ฟ | ๐ | ๐ |
U | ๐ | ๐ | ๐ผ | ๐ด | ๐จ | ๐ | ๐ | ๐ฐ | ๐ค | ๐ | ๐ | ๐ | ๐ |
V | ๐ | ๐ | ๐ฝ | ๐ต | ๐ฉ | ๐ | ๐ | ๐ฑ | ๐ฅ | ๐ | ๐ | ๐ | ๐ |
W | ๐ | ๐ | ๐พ | ๐ถ | ๐ช | ๐ | ๐ | ๐ฒ | ๐ฆ | ๐ | ๐ | ๐ | ๐ |
X | ๐ | ๐ | ๐ฟ | ๐ท | ๐ซ | ๐ | ๐ | ๐ณ | ๐ง | ๐ | ๐ | ๐ | ๐ |
Y | ๐ | ๐ | ๐ | ๐ธ | ๐ฌ | ๐ | ๐ | ๐ด | ๐จ | ๐ | ๐ | ๐ | ๐ |
Z | ๐ | ๐ | ๐ | ๐น | ๐ญ | ๐ก | ๐ | ๐ต | ๐ฉ | โจ | ๐ | ๐ | โค |
a | ๐ | ๐ | ๐ | ๐บ | ๐ฎ | ๐ข | ๐ | ๐ถ | ๐ช | ๐ | ๐ | ๐ | ๐ |
b | ๐ | ๐ | ๐ | ๐ป | ๐ฏ | ๐ฃ | ๐ | ๐ท | ๐ซ | ๐ | ๐ | ๐ | ๐ |
c | ๐ | ๐ | ๐ | ๐ผ | ๐ฐ | ๐ค | ๐ | ๐ธ | ๐ฌ | ๐ | ๐ | ๐ | ๐ |
d | ๐ | ๐ | ๐ | ๐ฝ | ๐ฑ | ๐ฅ | ๐ | ๐น | ๐ญ | ๐ก | ๐ | ๐ | ๐ |
e | ๐ | ๐ | ๐ | ๐พ | ๐ฒ | ๐ฆ | ๐ | โฏ | ๐ฎ | ๐ข | ๐ | ๐ | ๐ |
f | ๐ | ๐ | ๐ | ๐ฟ | ๐ณ | ๐ง | ๐ | ๐ป | ๐ฏ | ๐ฃ | ๐ | ๐ | ๐ |
g | ๐ | ๐ | ๐ | ๐ | ๐ด | ๐จ | ๐ | โ | ๐ฐ | ๐ค | ๐ | ๐ | ๐ |
h | ๐ก | โ | ๐ | ๐ | ๐ต | ๐ฉ | ๐ | ๐ฝ | ๐ฑ | ๐ฅ | ๐ | ๐ | ๐ |
i | ๐ข | ๐ | ๐ | ๐ | ๐ถ | ๐ช | ๐ | ๐พ | ๐ฒ | ๐ฆ | ๐ | ๐ | ๐ |
j | ๐ฃ | ๐ | ๐ | ๐ | ๐ท | ๐ซ | ๐ | ๐ฟ | ๐ณ | ๐ง | ๐ | ๐ | ๐ |
k | ๐ค | ๐ | ๐ | ๐ | ๐ธ | ๐ฌ | ๐ | ๐ | ๐ด | ๐จ | ๐ | ๐ | ๐ |
l | ๐ฅ | ๐ | ๐ | ๐ | ๐น | ๐ญ | ๐ก | ๐ | ๐ต | ๐ฉ | ๐ | ๐ | ๐ |
m | ๐ฆ | ๐ | ๐ | ๐ | ๐บ | ๐ฎ | ๐ข | ๐ | ๐ถ | ๐ช | ๐ | ๐ | ๐ |
n | ๐ง | ๐ | ๐ | ๐ | ๐ป | ๐ฏ | ๐ฃ | ๐ | ๐ท | ๐ซ | ๐ | ๐ | ๐ |
o | ๐จ | ๐ | ๐ | ๐ | ๐ผ | ๐ฐ | ๐ค | โด | ๐ธ | ๐ฌ | ๐ | ๐ | ๐ |
p | ๐ฉ | ๐ | ๐ | ๐ | ๐ฝ | ๐ฑ | ๐ฅ | ๐ | ๐น | ๐ญ | ๐ | ๐ | ๐ก |
q | ๐ช | ๐ | ๐ | ๐ | ๐พ | ๐ฒ | ๐ฆ | ๐ | ๐บ | ๐ฎ | ๐ | ๐ | ๐ข |
r | ๐ซ | ๐ | ๐ | ๐ | ๐ฟ | ๐ณ | ๐ง | ๐ | ๐ป | ๐ฏ | ๐ | ๐ | ๐ฃ |
s | ๐ฌ | ๐ | ๐ | ๐ | ๐ | ๐ด | ๐จ | ๐ | ๐ผ | ๐ฐ | ๐ | ๐ | ๐ค |
t | ๐ญ | ๐ก | ๐ | ๐ | ๐ | ๐ต | ๐ฉ | ๐ | ๐ฝ | ๐ฑ | ๐ | ๐ | ๐ฅ |
u | ๐ฎ | ๐ข | ๐ | ๐ | ๐ | ๐ถ | ๐ช | ๐ | ๐พ | ๐ฒ | ๐ | ๐ | ๐ฆ |
v | ๐ฏ | ๐ฃ | ๐ | ๐ | ๐ | ๐ท | ๐ซ | ๐ | ๐ฟ | ๐ณ | ๐ | ๐ | ๐ง |
w | ๐ฐ | ๐ค | ๐ | ๐ | ๐ | ๐ธ | ๐ฌ | ๐ | ๐ | ๐ด | ๐ | ๐ | ๐จ |
x | ๐ฑ | ๐ฅ | ๐ | ๐ | ๐ | ๐น | ๐ญ | ๐ | ๐ | ๐ต | ๐ | ๐ก | ๐ฉ |
y | ๐ฒ | ๐ฆ | ๐ | ๐ | ๐ | ๐บ | ๐ฎ | ๐ | ๐ | ๐ถ | ๐ | ๐ข | ๐ช |
z | ๐ณ | ๐ง | ๐ | ๐ | ๐ | ๐ป | ๐ฏ | ๐ | ๐ | ๐ท | ๐ | ๐ฃ | ๐ซ |
ฤฑ | N/A | ๐ค | N/A | ||||||||||
ศท | N/A | ๐ฅ | N/A |
Greek letters and symbols
Normal | Bold | Italic | Bold italic |
Sans- serif bold |
Sans- serif bold italic |
---|---|---|---|---|---|
ฮ | ๐จ | ๐ข | ๐ | ๐ | ๐ |
ฮ | ๐ฉ | ๐ฃ | ๐ | ๐ | ๐ |
ฮ | ๐ช | ๐ค | ๐ | ๐ | ๐ |
ฮ | ๐ซ | ๐ฅ | ๐ | ๐ | ๐ |
ฮ | ๐ฌ | ๐ฆ | ๐ | ๐ | ๐ |
ฮ | ๐ญ | ๐ง | ๐ก | ๐ | ๐ |
ฮ | ๐ฎ | ๐จ | ๐ข | ๐ | ๐ |
ฮ | ๐ฏ | ๐ฉ | ๐ฃ | ๐ | ๐ |
ฮ | ๐ฐ | ๐ช | ๐ค | ๐ | ๐ |
ฮ | ๐ฑ | ๐ซ | ๐ฅ | ๐ | ๐ |
ฮ | ๐ฒ | ๐ฌ | ๐ฆ | ๐ | ๐ |
ฮ | ๐ณ | ๐ญ | ๐ง | ๐ก | ๐ |
ฮ | ๐ด | ๐ฎ | ๐จ | ๐ข | ๐ |
ฮ | ๐ต | ๐ฏ | ๐ฉ | ๐ฃ | ๐ |
ฮ | ๐ถ | ๐ฐ | ๐ช | ๐ค | ๐ |
ฮ | ๐ท | ๐ฑ | ๐ซ | ๐ฅ | ๐ |
ฮก | ๐ธ | ๐ฒ | ๐ฌ | ๐ฆ | ๐ |
ฯด | ๐น | ๐ณ | ๐ญ | ๐ง | ๐ก |
ฮฃ | ๐บ | ๐ด | ๐ฎ | ๐จ | ๐ข |
ฮค | ๐ป | ๐ต | ๐ฏ | ๐ฉ | ๐ฃ |
ฮฅ | ๐ผ | ๐ถ | ๐ฐ | ๐ช | ๐ค |
ฮฆ | ๐ฝ | ๐ท | ๐ฑ | ๐ซ | ๐ฅ |
ฮง | ๐พ | ๐ธ | ๐ฒ | ๐ฌ | ๐ฆ |
ฮจ | ๐ฟ | ๐น | ๐ณ | ๐ญ | ๐ง |
ฮฉ | ๐ | ๐บ | ๐ด | ๐ฎ | ๐จ |
โ | ๐ | ๐ป | ๐ต | ๐ฏ | ๐ฉ |
ฮฑ | ๐ | ๐ผ | ๐ถ | ๐ฐ | ๐ช |
ฮฒ | ๐ | ๐ฝ | ๐ท | ๐ฑ | ๐ซ |
ฮณ | ๐ | ๐พ | ๐ธ | ๐ฒ | ๐ฌ |
ฮด | ๐ | ๐ฟ | ๐น | ๐ณ | ๐ญ |
ฮต | ๐ | ๐ | ๐บ | ๐ด | ๐ฎ |
ฮถ | ๐ | ๐ | ๐ป | ๐ต | ๐ฏ |
ฮท | ๐ | ๐ | ๐ผ | ๐ถ | ๐ฐ |
ฮธ | ๐ | ๐ | ๐ฝ | ๐ท | ๐ฑ |
ฮน | ๐ | ๐ | ๐พ | ๐ธ | ๐ฒ |
ฮบ | ๐ | ๐ | ๐ฟ | ๐น | ๐ณ |
ฮป | ๐ | ๐ | ๐ | ๐บ | ๐ด |
ฮผ | ๐ | ๐ | ๐ | ๐ป | ๐ต |
ฮฝ | ๐ | ๐ | ๐ | ๐ผ | ๐ถ |
ฮพ | ๐ | ๐ | ๐ | ๐ฝ | ๐ท |
ฮฟ | ๐ | ๐ | ๐ | ๐พ | ๐ธ |
ฯ | ๐ | ๐ | ๐ | ๐ฟ | ๐น |
ฯ | ๐ | ๐ | ๐ | ๐ | ๐บ |
ฯ | ๐ | ๐ | ๐ | ๐ | ๐ป |
ฯ | ๐ | ๐ | ๐ | ๐ | ๐ผ |
ฯ | ๐ | ๐ | ๐ | ๐ | ๐ฝ |
ฯ | ๐ | ๐ | ๐ | ๐ | ๐พ |
ฯ | ๐ | ๐ | ๐ | ๐ | ๐ฟ |
ฯ | ๐ | ๐ | ๐ | ๐ | ๐ |
ฯ | ๐ | ๐ | ๐ | ๐ | ๐ |
ฯ | ๐ | ๐ | ๐ | ๐ | ๐ |
โ | ๐ | ๐ | ๐ | ๐ | ๐ |
ฯต | ๐ | ๐ | ๐ | ๐ | ๐ |
ฯ | ๐ | ๐ | ๐ | ๐ | ๐ |
ฯฐ | ๐ | ๐ | ๐ | ๐ | ๐ |
ฯ | ๐ | ๐ | ๐ | ๐ | ๐ |
ฯฑ | ๐ | ๐ | ๐ | ๐ | ๐ |
ฯ | ๐ก | ๐ | ๐ | ๐ | ๐ |
ฯ | ๐ | ||||
ฯ | ๐ |
Digits
Normal | Bold | Double- struck |
Sans- serif |
Sans- serif bold |
Mono- space |
---|---|---|---|---|---|
0 | ๐ | ๐ | ๐ข | ๐ฌ | ๐ถ |
1 | ๐ | ๐ | ๐ฃ | ๐ญ | ๐ท |
2 | ๐ | ๐ | ๐ค | ๐ฎ | ๐ธ |
3 | ๐ | ๐ | ๐ฅ | ๐ฏ | ๐น |
4 | ๐ | ๐ | ๐ฆ | ๐ฐ | ๐บ |
5 | ๐ | ๐ | ๐ง | ๐ฑ | ๐ป |
6 | ๐ | ๐ | ๐จ | ๐ฒ | ๐ผ |
7 | ๐ | ๐ | ๐ฉ | ๐ณ | ๐ฝ |
8 | ๐ | ๐ | ๐ช | ๐ด | ๐พ |
9 | ๐ | ๐ก | ๐ซ | ๐ต | ๐ฟ |
Unicode chart
Mathematical Alphanumeric Symbols[1][2] Official Unicode Consortium code chart (PDF) | ||||||||||||||||
0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | A | B | C | D | E | F | |
U+1D40x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D41x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D42x | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1D43x | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1D44x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D45x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | |
U+1D46x | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1D47x | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1D48x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D49x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | |
U+1D4Ax | ๐ข | ๐ฅ | ๐ฆ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ฎ | ๐ฏ | |||||||
U+1D4Bx | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐ป | ๐ฝ | ๐พ | ๐ฟ | ||
U+1D4Cx | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | |
U+1D4Dx | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D4Ex | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1D4Fx | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1D50x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | |||
U+1D51x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ||
U+1D52x | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1D53x | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐ป | ๐ผ | ๐ฝ | ๐พ | ||
U+1D54x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ||||
U+1D55x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | |
U+1D56x | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1D57x | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1D58x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D59x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D5Ax | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1D5Bx | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1D5Cx | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D5Dx | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D5Ex | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1D5Fx | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1D60x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D61x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D62x | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1D63x | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1D64x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D65x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D66x | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1D67x | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1D68x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D69x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D6Ax | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ | ||
U+1D6Bx | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1D6Cx | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D6Dx | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D6Ex | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1D6Fx | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1D70x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D71x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D72x | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1D73x | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1D74x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D75x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D76x | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1D77x | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1D78x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D79x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D7Ax | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1D7Bx | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1D7Cx | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ||
U+1D7Dx | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1D7Ex | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1D7Fx | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
Notes |
History
The following Unicode-related documents record the purpose and process of defining specific characters in the Mathematical Alphanumeric Symbols block:
Version | Final code points[lower-alpha 1] | Count | L2 ID | WG2 ID | Document |
---|---|---|---|---|---|
3.1 | U+1D400..1D454, 1D456..1D49C, 1D49E..1D49F, 1D4A2, 1D4A5..1D4A6, 1D4A9..1D4AC, 1D4AE..1D4B9, 1D4BB, 1D4BD..1D4C0, 1D4C2..1D4C3, 1D4C5..1D505, 1D507..1D50A, 1D50D..1D514, 1D516..1D51C, 1D51E..1D539, 1D53B..1D53E, 1D540..1D544, 1D546, 1D54A..1D550, 1D552..1D6A3, 1D6A8..1D7C9, 1D7CE..1D7FF | 991 | L2/98-405 | Beeton, Barbara; Ion, Patrick (1998-12-01), Proposal to encode additional mathematical and technical symbols in ISO/IEC 10646 | |
L2/98-406 | Sargent, Murray (1998-12-01), Proposal to encode mathematical variant tags | ||||
L2/99-049 | Beeton, Barbara (1999-01-22), Addendum to L2/98-405: Request for assignment of codes to mathematical and technical symbols | ||||
L2/99-045 | Sargent, Murray; Beeton, Barbara (1999-02-04), Proposal to encode mathematical alphanumeric symbols | ||||
L2/99-188 | Beeton, Barbara; Sargent, Murray (1999-06-09), Proposal to encode mathematical alphanumeric symbols | ||||
L2/99-199 | Freytag, Asmus (1999-06-14), Math Alphabets | ||||
L2/99-195 | N2086 | Sargent, Murray; Beeton, Barbara (1999-09-02), Proposal to encode mathematical alphanumeric symbols | |||
L2/00-002 | Beeton, Barbara (2000-01-09), Request for assignment of codes to mathematical and technical symbols that do not appear in Unicode 2.0 or ISO/IEC 10646 | ||||
L2/00-074 | N2168 | Karlsson, Kent (2000-03-02), Comments on "Math Alphanumeric" characters for 10646-2 | |||
L2/00-094 | N2191 | Proposal for Encoding Additional Mathematical Symbols in the BMP, 2000-03-14 | |||
L2/00-119[lower-alpha 2] | N2191R | Whistler, Ken; Freytag, Asmus (2000-04-19), Encoding Additional Mathematical Symbols in Unicode | |||
L2/00-239 | Davis, Mark (2000-07-07), Mathematical Letter Symbols | ||||
L2/00-240 | Whistler, Ken (2000-07-07), Re: Mathematical Letter Symbols | ||||
L2/00-249 | Karlsson, Kent (2000-08-03), Re: UTC Agenda item: Mathematical Letter Symbols | ||||
L2/00-250 | Davis, Mark (2000-08-03), Re: UTC Agenda item: Mathematical Letter Symbols | ||||
L2/00-251 | Whistler, Ken (2000-08-03), Re: UTC Agenda item: Mathematical Letter Symbols | ||||
L2/00-271 | Sargent, Murray (2000-08-11), A Few Remarks Concerning the Math Alphanumerics | ||||
L2/00-280 | Whistler, Ken (2000-08-22), Math alphanumerics and MathML: A challenge | ||||
L2/00-336 | N2272 | Freytag, Asmus (2000-09-15), On the requirements for alphanumeric fonts for mathematical use | |||
L2/02-366 | Pantelia, Maria (2002-11-07), Proposal to encode two Letterlike Symbols in the UCS | ||||
L2/02-345 | Moore, Lisa (2002-11-18), "93-C18", UTC #93 Minutes | ||||
4.0 | U+1D4C1 | 1 | N2449 | Defect Report on MATHEMATICAL SCRIPT SMALL L, 2002-05-15 | |
L2/02-372 | N2453 | Umamaheswaran, V. S. (2002-10-30), "12.2", Unconfirmed minutes of WG 2 meeting 42 | |||
4.1 | U+1D6A4..1D6A5 | 2 | L2/03-194 | N2590 | Freytag, Asmus (2003-06-09), Additional Mathematical and Letterlike Characters |
5.0 | U+1D7CA..1D7CB | 2 | L2/04-406 | Freytag, Asmus; Sargent, Murray; Beeton, Barbara; Carlisle, David (2004-11-15), Progress report on Mathematical Symbols | |
L2/04-410 | Freytag, Asmus (2004-11-18), Twenty six mathematical characters | ||||
|
See also
- Typographical conventions in mathematical formulae
- Greek letters used in mathematics, science, and engineering
- Latin letters used in mathematics
- Mathematical operators and symbols in Unicode
References
- โ "Unicode character database". The Unicode Standard. Retrieved 2016-07-09.
- โ "Enumerated Versions of The Unicode Standard". The Unicode Standard. Retrieved 2016-07-09.
- 1 2 Unicode code chart U1D400 (PDF)
- โ "Unicode Technical Note #27: Known Anomalies in Unicode Character Names". Unicode Consortium. 2006-05-08. Retrieved 2011-06-11.