XHTML 1.0 Symbol Character References

Complete listing of XHTML 1.0 Symbol Character References

Technology & Innovation

A robot on a path through a forest, holding a tablet displaying computer characters
Technical Level:IntermediatePublished:
Author:Nigel PeckLast Updated:

The complete listings of XHTML 1.0 Character References are separated in three articles.

Introduction

This article details the symbol character references and corresponding entity references available to your XHTML 1.0 documents. This is the third of a series of three articles detailing each of the three sets laid out in the XHTML DTDs.

An explanation of character references will be given in part two of my article XHTML Web Design for Beginners. I decided to release these tables as separate articles in order to make them easily accessible to those who don't want to read the series.

What the columns mean

The first column gives the named version of the entity, the second is the named entity itself. This allows you to see if that character reference works in the browser you are using to view this document via the named entity.

The third column gives the numeric entity, the fourth is the numeric entity itself. This allows you to see if that character reference works in the browser you are using to view this document via the numeric entity.

The fifth column is the description of the entity as found in the XHTML 1.0 DTDs at http://www.w3.org/TR/xhtml1/dtds.html#a_dtd_Symbols.

Complete listing of XHTML 1.0 Symbol Character References
Entity ReferenceTestCharacter ReferenceTestDescription
Latin Extended-B
ƒƒƒƒlatin small letter f with hook = function = florin, U+0192 ISOtech
Greek
ΑΑΑΑgreek capital letter alpha, U+0391
ΒΒΒΒgreek capital letter beta, U+0392
ΓΓΓΓgreek capital letter gamma, U+0393 ISOgrk3
ΔΔΔΔgreek capital letter delta, U+0394 ISOgrk3
ΕΕΕΕgreek capital letter epsilon, U+0395
ΖΖΖΖgreek capital letter zeta, U+0396
ΗΗΗΗgreek capital letter eta, U+0397
ΘΘΘΘgreek capital letter theta, U+0398 ISOgrk3
ΙΙΙΙgreek capital letter iota, U+0399
ΚΚΚΚgreek capital letter kappa, U+039A
ΛΛΛΛgreek capital letter lamda, U+039B ISOgrk3
ΜΜΜΜgreek capital letter mu, U+039C
ΝΝΝΝgreek capital letter nu, U+039D
ΞΞΞΞgreek capital letter xi, U+039E ISOgrk3
ΟΟΟΟgreek capital letter omicron, U+039F
ΠΠΠΠgreek capital letter pi, U+03A0 ISOgrk3
ΡΡΡΡgreek capital letter rho, U+03A1
note: there is no Sigmaf, and no U+03A2 character either
ΣΣΣΣgreek capital letter sigma, U+03A3 ISOgrk3
ΤΤΤΤgreek capital letter tau, U+03A4
ΥΥΥΥgreek capital letter upsilon, U+03A5 ISOgrk3
ΦΦΦΦgreek capital letter phi, U+03A6 ISOgrk3
ΧΧΧΧgreek capital letter chi, U+03A7
ΨΨΨΨgreek capital letter psi, U+03A8 ISOgrk3
ΩΩΩΩgreek capital letter omega, U+03A9 ISOgrk3
ααααgreek small letter alpha, U+03B1 ISOgrk3
ββββgreek small letter beta, U+03B2 ISOgrk3
γγγγgreek small letter gamma, U+03B3 ISOgrk3
δδδδgreek small letter delta, U+03B4 ISOgrk3
εεεεgreek small letter epsilon, U+03B5 ISOgrk3
ζζζζgreek small letter zeta, U+03B6 ISOgrk3
ηηηηgreek small letter eta, U+03B7 ISOgrk3
θθθθgreek small letter theta, U+03B8 ISOgrk3
ιιιιgreek small letter iota, U+03B9 ISOgrk3
κκκκgreek small letter kappa, U+03BA ISOgrk3
λλλλgreek small letter lamda, U+03BB ISOgrk3
μμμμgreek small letter mu, U+03BC ISOgrk3
ννννgreek small letter nu, U+03BD ISOgrk3
ξξξξgreek small letter xi, U+03BE ISOgrk3
οοοοgreek small letter omicron, U+03BF NEW
ππππgreek small letter pi, U+03C0 ISOgrk3
ρρρρgreek small letter rho, U+03C1 ISOgrk3
ςςςςgreek small letter final sigma, U+03C2 ISOgrk3
σσσσgreek small letter sigma, U+03C3 ISOgrk3
ττττgreek small letter tau, U+03C4 ISOgrk3
υυυυgreek small letter upsilon, U+03C5 ISOgrk3
φφφφgreek small letter phi, U+03C6 ISOgrk3
χχχχgreek small letter chi, U+03C7 ISOgrk3
ψψψψgreek small letter psi, U+03C8 ISOgrk3
ωωωωgreek small letter omega, U+03C9 ISOgrk3
ϑϑϑϑgreek theta symbol, U+03D1 NEW
ϒϒϒϒgreek upsilon with hook symbol, U+03D2 NEW
ϖϖϖϖgreek pi symbol, U+03D6 ISOgrk3
General Punctuation
••bullet = black small circle, U+2022 ISOpub
note: bullet is NOT the same as bullet operator, U+2219
……horizontal ellipsis = three dot leader, U+2026 ISOpub
′′prime = minutes = feet, U+2032 ISOtech
″″double prime = seconds = inches, U+2033 ISOtech
‾‾overline = spacing overscore, U+203E NEW
⁄⁄fraction slash, U+2044 NEW
Letterlike Symbols
℘℘script capital P = power set = Weierstrass p, U+2118 ISOamso
ℑℑblack-letter capital I = imaginary part, U+2111 ISOamso
ℜℜblack-letter capital R = real part symbol, U+211C ISOamso
™™trade mark sign, U+2122 ISOnum
ℵℵalef symbol = first transfinite cardinal, U+2135 NEW
note: alef symbol is NOT the same as hebrew letter alef, U+05D0 although the same glyph could be used to depict both characters
Arrows
←←leftwards arrow, U+2190 ISOnum
↑↑upwards arrow, U+2191 ISOnum
→→rightwards arrow, U+2192 ISOnum
↓↓downwards arrow, U+2193 ISOnum
↔↔left right arrow, U+2194 ISOamsa
↵↵downwards arrow with corner leftwards = carriage return, U+21B5 NEW
⇐⇐leftwards double arrow, U+21D0 ISOtech
note: Unicode does not say that lArr is the same as the 'is implied by' arrow but also does not have any other character for that function. So lArr can be used for 'is implied by' as ISOtech suggests
⇑⇑upwards double arrow, U+21D1 ISOamsa
⇒⇒rightwards double arrow, U+21D2 ISOtech
note: Unicode does not say this is the 'implies' character but does not have another character with this function so rArr can be used for 'implies' as ISOtech suggests
⇓⇓downwards double arrow, U+21D3 ISOamsa
⇔⇔left right double arrow, U+21D4 ISOamsa
Mathematical Operators
∀∀for all, U+2200 ISOtech
∂∂partial differential, U+2202 ISOtech
∃∃there exists, U+2203 ISOtech
∅∅empty set = null set, U+2205 ISOamso
∇∇nabla = backward difference, U+2207 ISOtech
∈∈element of, U+2208 ISOtech
∉∉not an element of, U+2209 ISOtech
∋∋contains as member, U+220B ISOtech
∏∏n-ary product = product sign, U+220F ISOamsb
note: prod is NOT the same character as U+03A0 'greek capital letter pi' though the same glyph might be used for both
∑∑n-ary summation, U+2211 ISOamsb
note: sum is NOT the same character as U+03A3 'greek capital letter sigma' though the same glyph might be used for both
−−minus sign, U+2212 ISOtech
∗∗asterisk operator, U+2217 ISOtech
√√square root = radical sign, U+221A ISOtech
∝∝proportional to, U+221D ISOtech
∞∞infinity, U+221E ISOtech
∠∠angle, U+2220 ISOamso
∧∧logical and = wedge, U+2227 ISOtech
∨∨logical or = vee, U+2228 ISOtech
∩∩intersection = cap, U+2229 ISOtech
∪∪union = cup, U+222A ISOtech
∫∫integral, U+222B ISOtech
∴∴therefore, U+2234 ISOtech
∼∼tilde operator = varies with = similar to, U+223C ISOtech
note: tilde operator is NOT the same character as the tilde, U+007E, although the same glyph might be used to represent both
≅≅approximately equal to, U+2245 ISOtech
≈≈almost equal to = asymptotic to, U+2248 ISOamsr
≠≠not equal to, U+2260 ISOtech
≡≡identical to, U+2261 ISOtech
≤≤less-than or equal to, U+2264 ISOtech
≥≥greater-than or equal to, U+2265 ISOtech
⊂⊂subset of, U+2282 ISOtech
⊃⊃superset of, U+2283 ISOtech
⊄⊄not a subset of, U+2284 ISOamsn
⊆⊆subset of or equal to, U+2286 ISOtech
⊇⊇superset of or equal to, U+2287 ISOtech
⊕⊕circled plus = direct sum, U+2295 ISOamsb
⊗⊗circled times = vector product, U+2297 ISOamsb
⊥⊥up tack = orthogonal to = perpendicular, U+22A5 ISOtech
⋅⋅dot operator, U+22C5 ISOamsb
note: dot operator is NOT the same character as U+00B7 middle dot
Miscellaneous Technical
⌈⌈left ceiling = APL upstile, U+2308 ISOamsc
⌉⌉right ceiling, U+2309 ISOamsc
⌊⌊left floor = APL downstile, U+230A ISOamsc
⌋⌋right floor, U+230B ISOamsc
⟨〈left-pointing angle bracket = bra, U+2329 ISOtech
note: lang is NOT the same character as U+003C 'less than sign' or U+2039 'single left-pointing angle quotation mark'
⟩〉right-pointing angle bracket = ket, U+232A ISOtech
note: rang is NOT the same character as U+003E 'greater than sign' or U+203A 'single right-pointing angle quotation mark'
Geometric Shapes
◊◊lozenge, U+25CA ISOpub
Miscellaneous Symbols
♠♠black spade suit, U+2660 ISOpub
note: black here seems to mean filled as opposed to hollow
♣♣black club suit = shamrock, U+2663 ISOpub
♥♥black heart suit = valentine, U+2665 ISOpub
♦♦black diamond suit, U+2666 ISOpub

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