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Unicode Zeichentabellen - Mathematik 1

Zeichentypen in der Kategorie "Geometrie und Mathematik":

Geometrie Rahmen Mathematik 1 Mathematik 2 Mathematik 3 Technik

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Mathematical Operators (2200 - 22FF)

ZUnicode
Hex		NCR
Dez		NCR
Hex		HTML-EntitätUnicode-Name
∀U+2200∀∀∀FOR ALL
∁U+2201∁∁∁COMPLEMENT
∂U+2202∂∂∂PARTIAL DIFFERENTIAL
∃U+2203∃∃∃THERE EXISTS
∄U+2204∄∄∄THERE DOES NOT EXIST
∅U+2205∅∅∅EMPTY SET
∆U+2206∆∆INCREMENT
∇U+2207∇∇∇NABLA
∈U+2208∈∈∈ELEMENT OF
∉U+2209∉∉∉NOT AN ELEMENT OF
∊U+220A∊∊SMALL ELEMENT OF
∋U+220B∋∋∋CONTAINS AS MEMBER
∌U+220C∌∌∌DOES NOT CONTAIN AS MEMBER
∍U+220D∍∍SMALL CONTAINS AS MEMBER
∎U+220E∎∎END OF PROOF
∏U+220F∏∏∏N-ARY PRODUCT
∐U+2210∐∐∐N-ARY COPRODUCT
∑U+2211∑∑∑N-ARY SUMMATION
−U+2212−−−MINUS SIGN
∓U+2213∓∓∓MINUS-OR-PLUS SIGN
∔U+2214∔∔∔DOT PLUS
∕U+2215∕∕DIVISION SLASH
∖U+2216∖∖∖SET MINUS
∗U+2217∗∗∗ASTERISK OPERATOR
∘U+2218∘∘∘RING OPERATOR
∙U+2219∙∙BULLET OPERATOR
√U+221A√√√SQUARE ROOT
∛U+221B∛∛CUBE ROOT
∜U+221C∜∜FOURTH ROOT
∝U+221D∝∝∝PROPORTIONAL TO
∞U+221E∞∞∞INFINITY
∟U+221F∟∟∟RIGHT ANGLE
∠U+2220∠∠∠ANGLE
∡U+2221∡∡∡MEASURED ANGLE
∢U+2222∢∢∢SPHERICAL ANGLE
∣U+2223∣∣∣DIVIDES
∤U+2224∤∤∤DOES NOT DIVIDE
∥U+2225∥∥∥PARALLEL TO
∦U+2226∦∦∦NOT PARALLEL TO
∧U+2227∧∧∧LOGICAL AND
∨U+2228∨∨∨LOGICAL OR
∩U+2229∩∩∩INTERSECTION
∪U+222A∪∪∪UNION
∫U+222B∫∫∫INTEGRAL
∬U+222C∬∬∬DOUBLE INTEGRAL
∭U+222D∭∭∭TRIPLE INTEGRAL
∮U+222E∮∮∮CONTOUR INTEGRAL
∯U+222F∯∯∯SURFACE INTEGRAL
∰U+2230∰∰∰VOLUME INTEGRAL
∱U+2231∱∱∱CLOCKWISE INTEGRAL
∲U+2232∲∲∲CLOCKWISE CONTOUR INTEGRAL
∳U+2233∳∳∳ANTICLOCKWISE CONTOUR INTEGRAL
∴U+2234∴∴∴THEREFORE
∵U+2235∵∵∵BECAUSE
∶U+2236∶∶∶RATIO
∷U+2237∷∷∷PROPORTION
∸U+2238∸∸∸DOT MINUS
∹U+2239∹∹EXCESS
∺U+223A∺∺∺GEOMETRIC PROPORTION
∻U+223B∻∻∻HOMOTHETIC
∼U+223C∼∼∼TILDE OPERATOR
∽U+223D∽∽∽REVERSED TILDE
∾U+223E∾∾∾INVERTED LAZY S
∿U+223F∿∿∿SINE WAVE
≀U+2240≀≀≀WREATH PRODUCT
≁U+2241≁≁≁NOT TILDE
≂U+2242≂≂≂MINUS TILDE
≃U+2243≃≃≃ASYMPTOTICALLY EQUAL TO
≄U+2244≄≄≄NOT ASYMPTOTICALLY EQUAL TO
≅U+2245≅≅≅APPROXIMATELY EQUAL TO
≆U+2246≆≆≆APPROXIMATELY BUT NOT ACTUALLY EQUAL TO
≇U+2247≇≇≇NEITHER APPROXIMATELY NOR ACTUALLY EQUAL TO
≈U+2248≈≈≈ALMOST EQUAL TO
≉U+2249≉≉≉NOT ALMOST EQUAL TO
≊U+224A≊≊≊ALMOST EQUAL OR EQUAL TO
≋U+224B≋≋≋TRIPLE TILDE
≌U+224C≌≌≌ALL EQUAL TO
≍U+224D≍≍≍EQUIVALENT TO
≎U+224E≎≎≎GEOMETRICALLY EQUIVALENT TO
≏U+224F≏≏≏DIFFERENCE BETWEEN
≐U+2250≐≐≐APPROACHES THE LIMIT
≑U+2251≑≑≑GEOMETRICALLY EQUAL TO
≒U+2252≒≒≒APPROXIMATELY EQUAL TO OR THE IMAGE OF
≓U+2253≓≓≓IMAGE OF OR APPROXIMATELY EQUAL TO
≔U+2254≔≔≔COLON EQUALS
≕U+2255≕≕≕EQUALS COLON
≖U+2256≖≖≖RING IN EQUAL TO
≗U+2257≗≗≗RING EQUAL TO
≘U+2258≘≘CORRESPONDS TO
≙U+2259≙≙≙ESTIMATES
≚U+225A≚≚≚EQUIANGULAR TO
≛U+225B≛≛STAR EQUALS
≜U+225C≜≜≜DELTA EQUAL TO
≝U+225D≝≝EQUAL TO BY DEFINITION
≞U+225E≞≞MEASURED BY
≟U+225F≟≟≟QUESTIONED EQUAL TO
≠U+2260≠≠≠NOT EQUAL TO
≡U+2261≡≡≡IDENTICAL TO
≢U+2262≢≢≢NOT IDENTICAL TO
≣U+2263≣≣STRICTLY EQUIVALENT TO
≤U+2264≤≤≤LESS-THAN OR EQUAL TO
≥U+2265≥≥≥GREATER-THAN OR EQUAL TO
≦U+2266≦≦≦LESS-THAN OVER EQUAL TO
≧U+2267≧≧≧GREATER-THAN OVER EQUAL TO
≨U+2268≨≨≨LESS-THAN BUT NOT EQUAL TO
≩U+2269≩≩≩GREATER-THAN BUT NOT EQUAL TO
≪U+226A≪≪≪MUCH LESS-THAN
≫U+226B≫≫≫MUCH GREATER-THAN
≬U+226C≬≬≬BETWEEN
≭U+226D≭≭≭NOT EQUIVALENT TO
≮U+226E≮≮≮NOT LESS-THAN
≯U+226F≯≯≯NOT GREATER-THAN
≰U+2270≰≰≰NEITHER LESS-THAN NOR EQUAL TO
≱U+2271≱≱≱NEITHER GREATER-THAN NOR EQUAL TO
≲U+2272≲≲≲LESS-THAN OR EQUIVALENT TO
≳U+2273≳≳≳GREATER-THAN OR EQUIVALENT TO
≴U+2274≴≴≴NEITHER LESS-THAN NOR EQUIVALENT TO
≵U+2275≵≵≵NEITHER GREATER-THAN NOR EQUIVALENT TO
≶U+2276≶≶≶LESS-THAN OR GREATER-THAN
≷U+2277≷≷≷GREATER-THAN OR LESS-THAN
≸U+2278≸≸≸NEITHER LESS-THAN NOR GREATER-THAN
≹U+2279≹≹≹NEITHER GREATER-THAN NOR LESS-THAN
≺U+227A≺≺≺PRECEDES
≻U+227B≻≻≻SUCCEEDS
≼U+227C≼≼≼PRECEDES OR EQUAL TO
≽U+227D≽≽≽SUCCEEDS OR EQUAL TO
≾U+227E≾≾≾PRECEDES OR EQUIVALENT TO
≿U+227F≿≿≿SUCCEEDS OR EQUIVALENT TO
⊀U+2280⊀⊀⊀DOES NOT PRECEDE
⊁U+2281⊁⊁⊁DOES NOT SUCCEED
⊂U+2282⊂⊂⊂SUBSET OF
⊃U+2283⊃⊃⊃SUPERSET OF
⊄U+2284⊄⊄⊄NOT A SUBSET OF
⊅U+2285⊅⊅⊅NOT A SUPERSET OF
⊆U+2286⊆⊆⊆SUBSET OF OR EQUAL TO
⊇U+2287⊇⊇⊇SUPERSET OF OR EQUAL TO
⊈U+2288⊈⊈⊈NEITHER A SUBSET OF NOR EQUAL TO
⊉U+2289⊉⊉⊉NEITHER A SUPERSET OF NOR EQUAL TO
⊊U+228A⊊⊊⊊SUBSET OF WITH NOT EQUAL TO
⊋U+228B⊋⊋⊋SUPERSET OF WITH NOT EQUAL TO
⊌U+228C⊌⊌MULTISET
⊍U+228D⊍⊍⊍MULTISET MULTIPLICATION
⊎U+228E⊎⊎⊎MULTISET UNION
⊏U+228F⊏⊏⊏SQUARE IMAGE OF
⊐U+2290⊐⊐⊐SQUARE ORIGINAL OF
⊑U+2291⊑⊑⊑SQUARE IMAGE OF OR EQUAL TO
⊒U+2292⊒⊒⊒SQUARE ORIGINAL OF OR EQUAL TO
⊓U+2293⊓⊓⊓SQUARE CAP
⊔U+2294⊔⊔⊔SQUARE CUP
⊕U+2295⊕⊕⊕CIRCLED PLUS
⊖U+2296⊖⊖⊖CIRCLED MINUS
⊗U+2297⊗⊗⊗CIRCLED TIMES
⊘U+2298⊘⊘⊘CIRCLED DIVISION SLASH
⊙U+2299⊙⊙⊙CIRCLED DOT OPERATOR
⊚U+229A⊚⊚⊚CIRCLED RING OPERATOR
⊛U+229B⊛⊛⊛CIRCLED ASTERISK OPERATOR
⊜U+229C⊜⊜CIRCLED EQUALS
⊝U+229D⊝⊝⊝CIRCLED DASH
⊞U+229E⊞⊞⊞SQUARED PLUS
⊟U+229F⊟⊟⊟SQUARED MINUS
⊠U+22A0⊠⊠⊠SQUARED TIMES
⊡U+22A1⊡⊡⊡SQUARED DOT OPERATOR
⊢U+22A2⊢⊢⊢RIGHT TACK
⊣U+22A3⊣⊣⊣LEFT TACK
⊤U+22A4⊤⊤⊤DOWN TACK
⊥U+22A5⊥⊥⊥UP TACK
⊦U+22A6⊦⊦ASSERTION
⊧U+22A7⊧⊧⊧MODELS
⊨U+22A8⊨⊨⊨TRUE
⊩U+22A9⊩⊩⊩FORCES
⊪U+22AA⊪⊪⊪TRIPLE VERTICAL BAR RIGHT TURNSTILE
⊫U+22AB⊫⊫⊫DOUBLE VERTICAL BAR DOUBLE RIGHT TURNSTILE
⊬U+22AC⊬⊬⊬DOES NOT PROVE
⊭U+22AD⊭⊭⊭NOT TRUE
⊮U+22AE⊮⊮⊮DOES NOT FORCE
⊯U+22AF⊯⊯⊯NEGATED DOUBLE VERTICAL BAR DOUBLE RIGHT TURNSTILE
⊰U+22B0⊰⊰⊰PRECEDES UNDER RELATION
⊱U+22B1⊱⊱SUCCEEDS UNDER RELATION
⊲U+22B2⊲⊲⊲NORMAL SUBGROUP OF
⊳U+22B3⊳⊳⊳CONTAINS AS NORMAL SUBGROUP
⊴U+22B4⊴⊴⊴NORMAL SUBGROUP OF OR EQUAL TO
⊵U+22B5⊵⊵⊵CONTAINS AS NORMAL SUBGROUP OR EQUAL TO
⊶U+22B6⊶⊶⊶ORIGINAL OF
⊷U+22B7⊷⊷⊷IMAGE OF
⊸U+22B8⊸⊸⊸MULTIMAP
⊹U+22B9⊹⊹⊹HERMITIAN CONJUGATE MATRIX
⊺U+22BA⊺⊺⊺INTERCALATE
⊻U+22BB⊻⊻⊻XOR
⊼U+22BC⊼⊼NAND
⊽U+22BD⊽⊽⊽NOR
⊾U+22BE⊾⊾⊾RIGHT ANGLE WITH ARC
⊿U+22BF⊿⊿⊿RIGHT TRIANGLE
⋀U+22C0⋀⋀⋀N-ARY LOGICAL AND
⋁U+22C1⋁⋁⋁N-ARY LOGICAL OR
⋂U+22C2⋂⋂⋂N-ARY INTERSECTION
⋃U+22C3⋃⋃⋃N-ARY UNION
⋄U+22C4⋄⋄⋄DIAMOND OPERATOR
⋅U+22C5⋅⋅⋅DOT OPERATOR
⋆U+22C6⋆⋆⋆STAR OPERATOR
⋇U+22C7⋇⋇⋇DIVISION TIMES
⋈U+22C8⋈⋈⋈BOWTIE
⋉U+22C9⋉⋉⋉LEFT NORMAL FACTOR SEMIDIRECT PRODUCT
⋊U+22CA⋊⋊⋊RIGHT NORMAL FACTOR SEMIDIRECT PRODUCT
⋋U+22CB⋋⋋⋋LEFT SEMIDIRECT PRODUCT
⋌U+22CC⋌⋌⋌RIGHT SEMIDIRECT PRODUCT
⋍U+22CD⋍⋍⋍REVERSED TILDE EQUALS
⋎U+22CE⋎⋎⋎CURLY LOGICAL OR
⋏U+22CF⋏⋏⋏CURLY LOGICAL AND
⋐U+22D0⋐⋐⋐DOUBLE SUBSET
⋑U+22D1⋑⋑⋑DOUBLE SUPERSET
⋒U+22D2⋒⋒⋒DOUBLE INTERSECTION
⋓U+22D3⋓⋓⋓DOUBLE UNION
⋔U+22D4⋔⋔⋔PITCHFORK
⋕U+22D5⋕⋕⋕EQUAL AND PARALLEL TO
⋖U+22D6⋖⋖⋖LESS-THAN WITH DOT
⋗U+22D7⋗⋗⋗GREATER-THAN WITH DOT
⋘U+22D8⋘⋘⋘VERY MUCH LESS-THAN
⋙U+22D9⋙⋙⋙VERY MUCH GREATER-THAN
⋚U+22DA⋚⋚⋚LESS-THAN EQUAL TO OR GREATER-THAN
⋛U+22DB⋛⋛⋛GREATER-THAN EQUAL TO OR LESS-THAN
⋜U+22DC⋜⋜EQUAL TO OR LESS-THAN
⋝U+22DD⋝⋝EQUAL TO OR GREATER-THAN
⋞U+22DE⋞⋞⋞EQUAL TO OR PRECEDES
⋟U+22DF⋟⋟⋟EQUAL TO OR SUCCEEDS
⋠U+22E0⋠⋠⋠DOES NOT PRECEDE OR EQUAL
⋡U+22E1⋡⋡⋡DOES NOT SUCCEED OR EQUAL
⋢U+22E2⋢⋢⋢NOT SQUARE IMAGE OF OR EQUAL TO
⋣U+22E3⋣⋣⋣NOT SQUARE ORIGINAL OF OR EQUAL TO
⋤U+22E4⋤⋤SQUARE IMAGE OF OR NOT EQUAL TO
⋥U+22E5⋥⋥SQUARE ORIGINAL OF OR NOT EQUAL TO
⋦U+22E6⋦⋦⋦LESS-THAN BUT NOT EQUIVALENT TO
⋧U+22E7⋧⋧⋧GREATER-THAN BUT NOT EQUIVALENT TO
⋨U+22E8⋨⋨⋨PRECEDES BUT NOT EQUIVALENT TO
⋩U+22E9⋩⋩⋩SUCCEEDS BUT NOT EQUIVALENT TO
⋪U+22EA⋪⋪⋪NOT NORMAL SUBGROUP OF
⋫U+22EB⋫⋫⋫DOES NOT CONTAIN AS NORMAL SUBGROUP
⋬U+22EC⋬⋬⋬NOT NORMAL SUBGROUP OF OR EQUAL TO
⋭U+22ED⋭⋭⋭DOES NOT CONTAIN AS NORMAL SUBGROUP OR EQUAL
⋮U+22EE⋮⋮⋮VERTICAL ELLIPSIS
⋯U+22EF⋯⋯⋯MIDLINE HORIZONTAL ELLIPSIS
⋰U+22F0⋰⋰⋰UP RIGHT DIAGONAL ELLIPSIS
⋱U+22F1⋱⋱⋱DOWN RIGHT DIAGONAL ELLIPSIS
⋲U+22F2⋲⋲⋲ELEMENT OF WITH LONG HORIZONTAL STROKE
⋳U+22F3⋳⋳⋳ELEMENT OF WITH VERTICAL BAR AT END OF HORIZONTAL STROKE
⋴U+22F4⋴⋴⋴SMALL ELEMENT OF WITH VERTICAL BAR AT END OF HORIZONTAL STROKE
⋵U+22F5⋵⋵⋵ELEMENT OF WITH DOT ABOVE
⋶U+22F6⋶⋶⋶ELEMENT OF WITH OVERBAR
⋷U+22F7⋷⋷⋷SMALL ELEMENT OF WITH OVERBAR
⋸U+22F8⋸⋸ELEMENT OF WITH UNDERBAR
⋹U+22F9⋹⋹⋹ELEMENT OF WITH TWO HORIZONTAL STROKES
⋺U+22FA⋺⋺⋺CONTAINS WITH LONG HORIZONTAL STROKE
⋻U+22FB⋻⋻⋻CONTAINS WITH VERTICAL BAR AT END OF HORIZONTAL STROKE
⋼U+22FC⋼⋼⋼SMALL CONTAINS WITH VERTICAL BAR AT END OF HORIZONTAL STROKE
⋽U+22FD⋽⋽⋽CONTAINS WITH OVERBAR
⋾U+22FE⋾⋾⋾SMALL CONTAINS WITH OVERBAR
⋿U+22FF⋿⋿Z NOTATION BAG MEMBERSHIP

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