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   August 2025
  - Copy to clipboard added.
  - Unicode 16.0 update.

   Blocks Added
   - Tulu‑Tigalari – new: 80 characters
   - Garay – new: 69 characters
   - Gurung Khema – new: 58 characters
   - Kirat Rai – new: 58 characters
   - Todhri – new: 52 characters
   - Sunuwar – new: 44 characters
   - Ol Onal – new: 44 characters

Mathematical Operators Unicode Characters page 2


Complete list of Mathematical Operators Unicode Characters


The Mathematical Operators block contains symbols used in mathematical expressions, including addition, subtraction, multiplication, division, and more complex operators. These symbols are essential for writing mathematical equations and expressions in a clear and standardized way. The block includes both basic operators and more advanced symbols used in higher mathematics, ensuring comprehensive support for mathematical notation in digital text..
256 characters - Pages : 1 2 3
8804U+2264 ≤LESS-THAN OR EQUAL TO
8805U+2265 ≥GREATER-THAN OR EQUAL TO
8806U+2266 ≦LESS-THAN OVER EQUAL TO
8807U+2267 ≧GREATER-THAN OVER EQUAL TO
8808U+2268 ≨LESS-THAN BUT NOT EQUAL TO
8809U+2269 ≩GREATER-THAN BUT NOT EQUAL TO
8810U+226A ≪MUCH LESS-THAN
8811U+226B ≫MUCH GREATER-THAN
8812U+226C ≬BETWEEN
8813U+226D ≭NOT EQUIVALENT TO
8814U+226E ≮NOT LESS-THAN
8815U+226F ≯NOT GREATER-THAN
8816U+2270 ≰NEITHER LESS-THAN NOR EQUAL TO
8817U+2271 ≱NEITHER GREATER-THAN NOR EQUAL TO
8818U+2272 ≲LESS-THAN OR EQUIVALENT TO
8819U+2273 ≳GREATER-THAN OR EQUIVALENT TO
8820U+2274 ≴NEITHER LESS-THAN NOR EQUIVALENT TO
8821U+2275 ≵NEITHER GREATER-THAN NOR EQUIVALENT TO
8822U+2276 ≶LESS-THAN OR GREATER-THAN
8823U+2277 ≷GREATER-THAN OR LESS-THAN
8824U+2278 ≸NEITHER LESS-THAN NOR GREATER-THAN
8825U+2279 ≹NEITHER GREATER-THAN NOR LESS-THAN
8826U+227A ≺PRECEDES
8827U+227B ≻SUCCEEDS
8828U+227C ≼PRECEDES OR EQUAL TO
8829U+227D ≽SUCCEEDS OR EQUAL TO
8830U+227E ≾PRECEDES OR EQUIVALENT TO
8831U+227F ≿SUCCEEDS OR EQUIVALENT TO
8832U+2280 ⊀DOES NOT PRECEDE
8833U+2281 ⊁DOES NOT SUCCEED
8834U+2282 ⊂SUBSET OF
8835U+2283 ⊃SUPERSET OF
8836U+2284 ⊄NOT A SUBSET OF
8837U+2285 ⊅NOT A SUPERSET OF
8838U+2286 ⊆SUBSET OF OR EQUAL TO
8839U+2287 ⊇SUPERSET OF OR EQUAL TO
8840U+2288 ⊈NEITHER A SUBSET OF NOR EQUAL TO
8841U+2289 ⊉NEITHER A SUPERSET OF NOR EQUAL TO
8842U+228A ⊊SUBSET OF WITH NOT EQUAL TO
8843U+228B ⊋SUPERSET OF WITH NOT EQUAL TO
8844U+228C ⊌MULTISET
8845U+228D ⊍MULTISET MULTIPLICATION
8846U+228E ⊎MULTISET UNION
8847U+228F ⊏SQUARE IMAGE OF
8848U+2290 ⊐SQUARE ORIGINAL OF
8849U+2291 ⊑SQUARE IMAGE OF OR EQUAL TO
8850U+2292 ⊒SQUARE ORIGINAL OF OR EQUAL TO
8851U+2293 ⊓SQUARE CAP
8852U+2294 ⊔SQUARE CUP
8853U+2295 ⊕CIRCLED PLUS
8854U+2296 ⊖CIRCLED MINUS
8855U+2297 ⊗CIRCLED TIMES
8856U+2298 ⊘CIRCLED DIVISION SLASH
8857U+2299 ⊙CIRCLED DOT OPERATOR
8858U+229A ⊚CIRCLED RING OPERATOR
8859U+229B ⊛CIRCLED ASTERISK OPERATOR
8860U+229C ⊜CIRCLED EQUALS
8861U+229D ⊝CIRCLED DASH
8862U+229E ⊞SQUARED PLUS
8863U+229F ⊟SQUARED MINUS
8864U+22A0 ⊠SQUARED TIMES
8865U+22A1 ⊡SQUARED DOT OPERATOR
8866U+22A2 ⊢RIGHT TACK
8867U+22A3 ⊣LEFT TACK
8868U+22A4 ⊤DOWN TACK
8869U+22A5 ⊥UP TACK
8870U+22A6 ⊦ASSERTION
8871U+22A7 ⊧MODELS
8872U+22A8 ⊨TRUE
8873U+22A9 ⊩FORCES
8874U+22AA ⊪TRIPLE VERTICAL BAR RIGHT TURNSTILE
8875U+22AB ⊫DOUBLE VERTICAL BAR DOUBLE RIGHT TURNSTILE
8876U+22AC ⊬DOES NOT PROVE
8877U+22AD ⊭NOT TRUE
8878U+22AE ⊮DOES NOT FORCE
8879U+22AF ⊯NEGATED DOUBLE VERTICAL BAR DOUBLE RIGHT TURNSTILE
8880U+22B0 ⊰PRECEDES UNDER RELATION
8881U+22B1 ⊱SUCCEEDS UNDER RELATION
8882U+22B2 ⊲NORMAL SUBGROUP OF
8883U+22B3 ⊳CONTAINS AS NORMAL SUBGROUP
8884U+22B4 ⊴NORMAL SUBGROUP OF OR EQUAL TO
8885U+22B5 ⊵CONTAINS AS NORMAL SUBGROUP OR EQUAL TO
8886U+22B6 ⊶ORIGINAL OF
8887U+22B7 ⊷IMAGE OF
8888U+22B8 ⊸MULTIMAP
8889U+22B9 ⊹HERMITIAN CONJUGATE MATRIX
8890U+22BA ⊺INTERCALATE
8891U+22BB ⊻XOR
8892U+22BC ⊼NAND
8893U+22BD ⊽NOR
8894U+22BE ⊾RIGHT ANGLE WITH ARC
8895U+22BF ⊿RIGHT TRIANGLE
8896U+22C0 ⋀N-ARY LOGICAL AND
8897U+22C1 ⋁N-ARY LOGICAL OR
8898U+22C2 ⋂N-ARY INTERSECTION
8899U+22C3 ⋃N-ARY UNION
8900U+22C4 ⋄DIAMOND OPERATOR
8901U+22C5 ⋅DOT OPERATOR
8902U+22C6 ⋆STAR OPERATOR
8903U+22C7 ⋇DIVISION TIMES
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