Miscellaneous Mathematical Symbols-A
Miscellaneous Mathematical Symbols-A is a Unicode block containing characters for mathematical, logical, and database notation.
Mathematics, considered the language of all sciences, cannot do without a recording system. Numerous concepts and operators have made an influence as the development of this science is going on. Since these symbols are not included in the standard alphabets, typing them from the keyboard can be problematic. Nevertheless, these mathematical symbols can be copied and pasted.
The Unicode Consortium is no stranger to the problem of scientists, so many different signs were included in the table. If this is not what you need, use the search on the website or check the following sections: Arabic mathematical alphabetic symbols, Miscellaneous mathematical symbols B, Supplemental mathematical operators. Letters for formulas can be taken in a set of and a block of Mathematical alphanumeric symbols.
Proprietăți
| Interval | 27C0–27EF |
| Simboluri | 48 |
Simboluri diverse
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⟀27C0Trei unghi dimensional
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⟁27C1Triunghiul alb care conține un triunghi alb mic
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⟂27C2Perpendicular
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⟃27C3Subset deschis
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⟄27C4Open Superset
Punctuație în pereche
Operator
Simboluri diverse
Operator linie verticală
Simbol divers
Operator de divizie
Simbol divers
operatorii
Simbol divers
operatorii
-
⟑27D1Și cu Dot
-
⟒27D2Element de deschidere în sus
-
⟓27D3Colțul din dreapta jos cu Dot
-
⟔27D4Colțul din stânga sus cu Dot
Operatori de teorie a bazelor de date
-
⟕27D5Înainte de intrarea în exterior
-
⟖27D6Dreptul exterior se alătură
-
⟗27D7Intregul exterior se alătură
Tacii și turnichete
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⟘27D8Big Up Tack
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⟙27D9Tack jos
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⟚27DATurnicheiul dublu stânga și dreapta
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⟛27DBStânga și dreapta
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⟜27DCMultimap din stânga
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⟝27DDTack lung
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⟞27DETraversă lungă
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⟟27DFTack Up cu cercul de sus
Operatori logici modali
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⟠27E0Pastilă împărțită prin regulă orizontală
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⟡27E1Diam
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⟢27E2Diamant alb-concave față-verso cu stânga Tick
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⟣27E3Diamant alb cu o față concavă cu dreapta
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⟤27E4Piața albă cu stânga Tick
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⟥27E5Piața albă cu dreapta Tick
Paranteze matematice
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⟦27E6Matematică Stânga Piața Albă
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⟧27E7Matematică dreaptă Pătrat alb
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⟨27E8Suportul unghiului stânga matematic
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⟩27E9Suportul unghiului drept drept
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⟪27EASuportul dublu de colț stânga matematic
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⟫27EBMatematică dreapta dublă
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⟬27ECMatematică Stânga Tortoise Shell Bracket
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⟭27EDMatematică dreapta albă Tortoise Shell Bracket
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⟮27EEMatematică stânga paranteză lată
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⟯27EFMatematică dreaptă aplatizată Parenteză
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0: Principalul plan multilingv
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0000–007F
-
0080–00FF
-
0100–017F
-
0180–024F
-
0250–02AF
-
02B0–02FF
-
0300–036F
-
0370–03FF
-
0400–04FF
-
0500–052F
-
0530–058F
-
0590–05FF
-
0600–06FF
-
0700–074F
-
0750–077F
-
0780–07BF
-
07C0–07FF
-
0800–083F
-
0840–085F
-
0860–086F
-
0870–089F
-
08A0–08FF
-
0900–097F
-
0980–09FF
-
0A00–0A7F
-
0A80–0AFF
-
0B00–0B7F
-
0B80–0BFF
-
0C00–0C7F
-
0C80–0CFF
-
0D00–0D7F
-
0D80–0DFF
-
0E00–0E7F
-
0E80–0EFF
-
0F00–0FFF
-
1000–109F
-
10A0–10FF
-
1100–11FF
-
1200–137F
-
1380–139F
-
13A0–13FF
-
1400–167F
-
1680–169F
-
16A0–16FF
-
1700–171F
-
1720–173F
-
1740–175F
-
1760–177F
-
1780–17FF
-
1800–18AF
-
18B0–18FF
-
1900–194F
-
1950–197F
-
1980–19DF
-
19E0–19FF
-
1A00–1A1F
-
1A20–1AAF
-
1AB0–1AFF
-
1B00–1B7F
-
1B80–1BBF
-
1BC0–1BFF
-
1C00–1C4F
-
1C50–1C7F
-
1C80–1C8F
-
1C90–1CBF
-
1CC0–1CCF
-
1CD0–1CFF
-
1D00–1D7F
-
1D80–1DBF
-
1DC0–1DFF
-
1E00–1EFF
-
1F00–1FFF
-
2000–206F
-
2070–209F
-
20A0–20CF
-
20D0–20FF
-
2100–214F
-
2150–218F
-
2190–21FF
-
2200–22FF
-
2300–23FF
-
2400–243F
-
2440–245F
-
2460–24FF
-
2500–257F
-
2580–259F
-
25A0–25FF
-
2600–26FF
-
2700–27BF
-
27C0–27EF
-
27F0–27FF
-
2800–28FF
-
2900–297F
-
2980–29FF
-
2A00–2AFF
-
2B00–2BFF
-
2C00–2C5F
-
2C60–2C7F
-
2C80–2CFF
-
2D00–2D2F
-
2D30–2D7F
-
2D80–2DDF
-
2DE0–2DFF
-
2E00–2E7F
-
2E80–2EFF
-
2F00–2FDF
-
2FF0–2FFF
-
3000–303F
-
3040–309F
-
30A0–30FF
-
3100–312F
-
3130–318F
-
3190–319F
-
31A0–31BF
-
31C0–31EF
-
31F0–31FF
-
3200–32FF
-
3300–33FF
-
3400–4DBF
-
4DC0–4DFF
-
4E00–9FFF
-
A000–A48F
-
A490–A4CF
-
A4D0–A4FF
-
A500–A63F
-
A640–A69F
-
A6A0–A6FF
-
A700–A71F
-
A720–A7FF
-
A800–A82F
-
A830–A83F
-
A840–A87F
-
A880–A8DF
-
A8E0–A8FF
-
A900–A92F
-
A930–A95F
-
A960–A97F
-
A980–A9DF
-
A9E0–A9FF
-
AA00–AA5F
-
AA60–AA7F
-
AA80–AADF
-
AAE0–AAFF
-
AB00–AB2F
-
AB30–AB6F
-
AB70–ABBF
-
ABC0–ABFF
-
AC00–D7AF
-
D7B0–D7FF
-
D800–DB7F
-
DB80–DBFF
-
DC00–DFFF
-
E000–F8FF
-
F900–FAFF
-
FB00–FB4F
-
FB50–FDFF
-
FE00–FE0F
-
FE10–FE1F
-
FE20–FE2F
-
FE30–FE4F
-
FE50–FE6F
-
FE70–FEFF
-
FF00–FFEF
-
FFF0–FFFF
-
-
1: Plan multilingv suplimentar
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10000–1007F
-
10080–100FF
-
10100–1013F
-
10140–1018F
-
10190–101CF
-
101D0–101FF
-
10280–1029F
-
102A0–102DF
-
102E0–102FF
-
10300–1032F
-
10330–1034F
-
10350–1037F
-
10380–1039F
-
103A0–103DF
-
10400–1044F
-
10450–1047F
-
10480–104AF
-
104B0–104FF
-
10500–1052F
-
10530–1056F
-
10570–105BF
-
Todhri105C0–105FF
-
10600–1077F
-
10780–107BF
-
10800–1083F
-
10840–1085F
-
10860–1087F
-
10880–108AF
-
108E0–108FF
-
10900–1091F
-
10920–1093F
-
10940–1095F
-
10980–1099F
-
109A0–109FF
-
10A00–10A5F
-
10A60–10A7F
-
10A80–10A9F
-
10AC0–10AFF
-
10B00–10B3F
-
10B40–10B5F
-
10B60–10B7F
-
10B80–10BAF
-
10C00–10C4F
-
10C80–10CFF
-
10D00–10D3F
-
Garay10D40–10D8F
-
10E60–10E7F
-
10E80–10EBF
-
10EC0–10EFF
-
10F00–10F2F
-
10F30–10F6F
-
10F70–10FAF
-
10FB0–10FDF
-
10FE0–10FFF
-
11000–1107F
-
11080–110CF
-
110D0–110FF
-
11100–1114F
-
11150–1117F
-
11180–111DF
-
111E0–111FF
-
11200–1124F
-
11280–112AF
-
112B0–112FF
-
11300–1137F
-
Tulu-Tigalari11380–113FF
-
11400–1147F
-
11480–114DF
-
11580–115FF
-
11600–1165F
-
11660–1167F
-
11680–116CF
-
Myanmar Extins-C116D0–116FF
-
11700–1174F
-
11800–1184F
-
118A0–118FF
-
11900–1195F
-
119A0–119FF
-
11A00–11A4F
-
11A50–11AAF
-
11AB0–11ABF
-
11AC0–11AFF
-
11B00–11B5F
-
11B60–11B7F
-
Sunuwar11BC0–11BFF
-
11C00–11C6F
-
11C70–11CBF
-
11D00–11D5F
-
11D60–11DAF
-
11DB0–11DEF
-
11EE0–11EFF
-
11F00–11F5F
-
11FB0–11FBF
-
11FC0–11FFF
-
12000–123FF
-
12400–1247F
-
12480–1254F
-
12F90–12FFF
-
13000–1342F
-
13430–1345F
-
Hieroglife egiptene extins-A13460–143FF
-
14400–1467F
-
Gurung Khema16100–1613F
-
16800–16A3F
-
16A40–16A6F
-
16A70–16ACF
-
16AD0–16AFF
-
16B00–16B8F
-
Kirat Rai16D40–16D7F
-
16E40–16E9F
-
16EA0–16EDF
-
16F00–16F9F
-
16FE0–16FFF
-
17000–187FF
-
18800–18AFF
-
18B00–18CFF
-
18D00–18D7F
-
18D80–18DFF
-
1AFF0–1AFFF
-
1B000–1B0FF
-
1B100–1B12F
-
1B130–1B16F
-
1B170–1B2FF
-
1BC00–1BC9F
-
1BCA0–1BCAF
-
Simboluri pentru Suplimentul Informatic Moștenit1CC00–1CEBF
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1CEC0–1CEFF
-
1CF00–1CFCF
-
1D000–1D0FF
-
1D100–1D1FF
-
1D200–1D24F
-
1D2C0–1D2DF
-
1D2E0–1D2FF
-
1D300–1D35F
-
1D360–1D37F
-
1D400–1D7FF
-
1D800–1DAAF
-
1D800–1DAAF
-
1DF00–1DFFF
-
1E000–1E02F
-
1E030–1E08F
-
1E100–1E14F
-
1E290–1E2BF
-
1E2C0–1E2FF
-
1E4D0–1E4FF
-
Ol Onal1E5D0–1E5FF
-
1E6C0–1E6FF
-
1E7E0–1E7FF
-
1E800–1E8DF
-
1E900–1E95F
-
1EC70–1ECBF
-
1ED00–1ED4F
-
1EE00–1EEFF
-
1F000–1F02F
-
1F030–1F09F
-
1F0A0–1F0FF
-
1F100–1F1FF
-
1F200–1F2FF
-
1F300–1F5FF
-
1F600–1F64F
-
1F650–1F67F
-
1F680–1F6FF
-
1F700–1F77F
-
1F780–1F7FF
-
1F800–1F8FF
-
1F900–1F9FF
-
1FA00–1FA6F
-
1FA70–1FAFF
-
1FB00–1FBFF
-
-
2: Plan ideografic suplimentar
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3: Planul ideografic Terțiar
-
-
4–13: nu sunt utilizate
-
-
-
-
-
-
-
-
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14: Avion suplimentar specializat
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15: Zonă suplimentară pentru uz privat – A
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15: Zonă suplimentară pentru uz privat – B
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Nimic găsit
┐( ˘_˘ )┌