XHTML5.NL

Technische entiteiten MathML

  • MathML 2.0+
  • HTML 5+

In andere XML-toepassingen dan MathML, moet gebruik van deze entiteiten als volgt worden aangekondigd binnen de DOCTYPE-declaratie:
<!ENTITY % isotech PUBLIC "-//W3C//ENTITIES General Technical//EN//XML" "http://www.w3.org/2003/entities/2007/isotech.ent"> %isotech;
In MathML met DOCTYPE-declaratie zijn deze entiteiten automatisch beschikbaar.

Opgemerkt dient te worden dat de karakters waarnaar de entiteiten verwijzen, soms verschillen per MathML-versie.

¨ diaeresis &Dot; &#xA8; &#168;
¯ macron &strns; &#xAF; &#175;
Å latin capital letter a with ring above &angst; &#xC5; &#197;
ƒ latin small letter f with hook &fnof; &#x192; &#402;
Ƶ latin capital letter z with stroke &imped; &#x1B5; &#437;
‖ double vertical line &Verbar; &#x2016; &#8214;
‰ per mille sign &permil; &#x2030; &#8240;
‱ per ten thousand sign &pertenk; &#x2031; &#8241;
′ prime &prime; &#x2032; &#8242;
″ double prime &Prime; &#x2033; &#8243;
‴ triple prime &tprime; &#x2034; &#8244;
⁗ quadruple prime &qprime; &#x2057; &#8279;
⃛ combining three dots above &tdot; &#x20DB; &#8411;
⃜ combining four dots above &DotDot; &#x20DC; &#8412;
ℋ script capital h &hamilt; &#x210B; &#8459;
ℒ script capital l &lagran; &#x2112; &#8466;
ℬ script capital b &bernou; &#x212C; &#8492;
ℳ script capital m &phmmat; &#x2133; &#8499;
ℴ script small o &order; &#x2134; &#8500;
ℵ alef symbol &aleph; &#x2135; &#8501;
⇐ leftwards double arrow &lArr; &#x21D0; &#8656;
⇒ rightwards double arrow &rArr; &#x21D2; &#8658;
⇔ left right double arrow &iff; &#x21D4; &#8660;
∀ for all &forall; &#x2200; &#8704;
∂ partial differential &part; &#x2202; &#8706;
∃ there exists &exist; &#x2203; &#8707;
∇ nabla &nabla; &#x2207; &#8711;
∈ element of &isin; &#x2208; &#8712;
&isinv;
∉ not an element of &notin; &#x2209; &#8713;
&notinva;
∋ contains as member &ni; &#x220B; &#8715;
&niv;
∌ does not contain as member &notni; &#x220C; &#8716;
&notniva;
− minus sign &minus; &#x2212; &#8722;
∓ minus-or-plus sign &mnplus; &#x2213; &#8723;
∗ asterisk operator &lowast; &#x2217; &#8727;
∘ ring operator &compfn; &#x2218; &#8728;
√ square root &radic; &#x221A; &#8730;
∝ proportional to &prop; &#x221D; &#8733;
∞ infinity &infin; &#x221E; &#8734;
∟ right angle &angrt; &#x221F; &#8735;
∢ spherical angle &angsph; &#x2222; &#8738;
∥ parallel to &par; &#x2225; &#8741;
∧ logical and &and; &#x2227; &#8743;
∨ logical or &or; &#x2228; &#8744;
∩ intersection &cap; &#x2229; &#8745;
∪ union &cup; &#x222A; &#8746;
∫ integral &int; &#x222B; &#8747;
∬ double integral &Int; &#x222C; &#8748;
∭ triple integral &tint; &#x222D; &#8749;
∮ contour integral &conint; &#x222E; &#8750;
∯ surface integral &Conint; &#x222F; &#8751;
∰ volume integral &Cconint; &#x2230; &#8752;
∱ clockwise integral &cwint; &#x2231; &#8753;
∲ clockwise contour integral &cwconint; &#x2232; &#8754;
∳ anticlockwise contour integral &awconint; &#x2233; &#8755;
∴ therefore &there4; &#x2234; &#8756;
∵ because &becaus; &#x2235; &#8757;
∼ tilde operator &sim; &#x223C; &#8764;
∿ sine wave &acd; &#x223F; &#8767;
≃ asymptotically equal to &sime; &#x2243; &#8771;
≅ approximately equal to &cong; &#x2245; &#8773;
≈ almost equal to &ap; &#x2248; &#8776;
≙ estimates &wedgeq; &#x2259; &#8793;
≚ equiangular to &veeeq; &#x225A; &#8794;
≠ not equal to &ne; &#x2260; &#8800;
≡ identical to &equiv; &#x2261; &#8801;
≤ less-than or equal to &le; &#x2264; &#8804;
≥ greater-than or equal to &ge; &#x2265; &#8805;
⊂ subset of &sub; &#x2282; &#8834;
⊃ superset of &sup; &#x2283; &#8835;
⊆ subset of or equal to &sube; &#x2286; &#8838;
⊇ superset of or equal to &supe; &#x2287; &#8839;
⊤ down tack &top; &#x22A4; &#8868;
⊥ up tack &perp; &#x22A5; &#8869;
&bottom;
⋕ equal and parallel to &epar; &#x22D5; &#8917;
⋯ midline horizontal ellipsis &ctdot; &#x22EF; &#8943;
⋰ up right diagonal ellipsis &utdot; &#x22F0; &#8944;
⋱ down right diagonal ellipsis &dtdot; &#x22F1; &#8945;
⋲ element of with long horizontal stroke &disin; &#x22F2; &#8946;
⋳ element of with vertical bar at end of horizontal stroke &isinsv; &#x22F3; &#8947;
⋴ small element of with vertical bar at end of horizontal stroke &isins; &#x22F4; &#8948;
⋵ element of with dot above &isindot; &#x22F5; &#8949;
⋶ element of with overbar &notinvc; &#x22F6; &#8950;
⋷ small element of with overbar &notinvb; &#x22F7; &#8951;
⋹ element of with two horizontal strokes &isinE; &#x22F9; &#8953;
⋺ contains with long horizontal stroke &nisd; &#x22FA; &#8954;
⋻ contains with vertical bar at end of horizontal stroke &xnis; &#x22FB; &#8955;
⋼ small contains with vertical bar at end of horizontal stroke &nis; &#x22FC; &#8956;
⋽ contains with overbar &notnivc; &#x22FD; &#8957;
⋾ small contains with overbar &notnivb; &#x22FE; &#8958;
⌐ reversed not sign &bnot; &#x2310; &#8976;
⌒ arc &profline; &#x2312; &#8978;
⌓ segment &profsurf; &#x2313; &#8979;
⌭ cylindricity &cylcty; &#x232D; &#9005;
⌮ all around-profile &profalar; &#x232E; &#9006;
⌶ apl functional symbol i-beam &topbot; &#x2336; &#9014;
⏧ electrical intersection &elinters; &#x23E7; &#9191;
□ white square &square; &#x25A1; &#9633;
▪ black small square &squarf; &#x25AA; &#9642;
▱ white parallelogram &fltns; &#x25B1; &#9649;
❲ light left tortoise shell bracket ornament &lbbrk; &#x2772; &#10098;
❳ light right tortoise shell bracket ornament &rbbrk; &#x2773; &#10099;
⟦ mathematical left white square bracket &lobrk; &#x27E6; &#10214;
⟧ mathematical right white square bracket &robrk; &#x27E7; &#10215;
⟨ mathematical left angle bracket &lang; &#x27E8; &#10216;
⟩ mathematical right angle bracket &rang; &#x27E9; &#10217;
⟪ mathematical left double angle bracket &Lang; &#x27EA; &#10218;
⟫ mathematical right double angle bracket &Rang; &#x27EB; &#10219;
⟬ mathematical left white tortoise shell bracket &loang; &#x27EC; &#10220;
⟭ mathematical right white tortoise shell bracket &roang; &#x27ED; &#10221;
⦅ left white parenthesis &lopar; &#x2985; &#10629;
⦆ right white parenthesis &ropar; &#x2986; &#10630;
⦜ right angle variant with square &vangrt; &#x299C; &#10652;
⦦ oblique angle opening up &dwangle; &#x29A6; &#10662;
⦧ oblique angle opening down &uwangle; &#x29A7; &#10663;
⦻ circle with superimposed x &olcross; &#x29BB; &#10683;
⧜ incomplete infinity &iinfin; &#x29DC; &#10716;
⧝ tie over infinity &infintie; &#x29DD; &#10717;
⧞ infinity negated with vertical bar &nvinfin; &#x29DE; &#10718;
⧣ equals sign and slanted parallel &eparsl; &#x29E3; &#10723;
⧤ equals sign and slanted parallel with tilde above &smeparsl; &#x29E4; &#10724;
⧥ identical to and slanted parallel &eqvparsl; &#x29E5; &#10725;
⧶ solidus with overbar &dsol; &#x29F6; &#10742;
⨌ quadruple integral operator &qint; &#x2A0C; &#10764;
⨍ finite part integral &fpartint; &#x2A0D; &#10765;
⨐ circulation function &cirfnint; &#x2A10; &#10768;
⨑ anticlockwise integration &awint; &#x2A11; &#10769;
⨒ line integration with rectangular path around pole &rppolint; &#x2A12; &#10770;
⨓ line integration with semicircular path around pole &scpolint; &#x2A13; &#10771;
⨔ line integration not including the pole &npolint; &#x2A14; &#10772;
⨕ integral around a point operator &pointint; &#x2A15; &#10773;
⨖ quaternion integral operator &quatint; &#x2A16; &#10774;
⨗ integral with leftwards arrow with hook &intlarhk; &#x2A17; &#10775;
⩓ double logical and &And; &#x2A53; &#10835;
⩔ double logical or &Or; &#x2A54; &#10836;
⩕ two intersecting logical and &andand; &#x2A55; &#10837;
⩖ two intersecting logical or &oror; &#x2A56; &#10838;
⩗ sloping large or &orslope; &#x2A57; &#10839;
⩘ sloping large and &andslope; &#x2A58; &#10840;
⩚ logical and with middle stem &andv; &#x2A5A; &#10842;
⩛ logical or with middle stem &orv; &#x2A5B; &#10843;
⩜ logical and with horizontal dash &andd; &#x2A5C; &#10844;
⩝ logical or with horizontal dash &ord; &#x2A5D; &#10845;
⩪ tilde operator with dot above &simdot; &#x2A6A; &#10858;
⩯ almost equal to with circumflex accent &apacir; &#x2A6F; &#10863;
⫬ double stroke not sign &Not; &#x2AEC; &#10988;
⫭ reversed double stroke not sign &bNot; &#x2AED; &#10989;
⫱ down tack with circle below &topcir; &#x2AF1; &#10993;
⫲ parallel with horizontal stroke &nhpar; &#x2AF2; &#10994;
⫽ double solidus operator &parsl; &#x2AFD; &#11005;

Entiteiten voor karaktersamenstellingen

De volgende entiteiten representeren een samenstelling van meerdere karakters:

=⃥ &bne; &#x3D;&#x20E5; &#61;&#8421;
≡⃥ &bnequiv; &#x2261;&#x20E5; &#8801;&#8421;
≐̸ &nedot; &#x2250;&#x338; &#8784;&#824;
⋵̸ &notindot; &#x22F5;&#x338; &#8949;&#824;
⋹̸ &notinE; &#x22F9;&#x338; &#8953;&#824;
⫽⃥ &nparsl; &#x2AFD;&#x20E5; &#11005;&#8421;
∂̸ &npart; &#x2202;&#x338; &#8706;&#824;