Appendix D. ISO Character Entity Sets

Table D.1, “ISO Entity Sets” summarizes the available ISO entity sets. The most commonly needed sets for publishing are ISOlat1, ISOnum, ISOpub, and ISOdia.

Table D.1. ISO Entity Sets

Short Name	Full Name and Description
ISOamsa	Added Math Symbols: Arrow Relations For example, this set includes unusual arrows. (ISOnum contains simple arrows in the four directions.)
ISOamsb	Added Math Symbols: Binary Operators
ISOamsc	Added Math Symbols: Delimiters
ISOamsn	Added Math Symbols: Negated Relations
ISOamso	Added Math Symbols: Ordinary
ISOamsr	Added Math Symbols: Relations
ISObox	Box and Line Drawing
ISOcyr1	Russian Cyrillic characters
ISOcyr2	Non-Russian Cyrillic characters
ISOdia	Diacritical Marks The marks represent standalone characters, such as an acute accent without a character under it.
ISOgrk1	Greek Letters
ISOgrk2	Monotoniko Greek
ISOgrk3	Greek Symbols These symbols are often used in technical publishing.
ISOgrk4	Alternative Greek Symbols These are emphasized versions of the symbols ISOgrk3.
ISOlat1	Added Latin 1 These are characters for Western European languages. For example, this set includes common letters with acute, grave, and tilde accents.
ISOlat2	Added Latin 2 These are characters for additional languages. For example, this set includes additional letters with acute accents, letters with macron accents, and ligatures.
ISOnum	Numeric and Special Graphic For example, this set includes some fraction symbols, currency symbols, simple arrows, and mathematical relationship symbols, including the less-than ( < ) and ampersand ( & ) that are needed for escaping SGML-significant characters.
ISOpub	Publishing For example, this set includes fraction symbols not in ISOnum, symbols for footnotes, various widths of spaces (such as em space).
ISOtech	General Technical This set includes technical and scientific symbols.

Table D.2, “ISO Entities Sorted by Name” shows and describes each ISO character and symbol, sorted by its entity name, and indicates the entity set in which that symbol can be found. Section 8.7.2, “Defining Entities for Special Symbols and Characters” explains how to use them.

Table D.2. ISO Entities Sorted by Name

	Name	Unicode	Set	Description
Ά	Aacgr	`Ά`	ISOgrk2	=capital Alpha, accent, Greek
ά	aacgr	`ά`	ISOgrk2	=small alpha, accent, Greek
Á	Aacute	`Á`	ISOlat1	=capital A, acute accent
á	aacute	`á`	ISOlat1	=small a, acute accent
Ă	Abreve	`Ă`	ISOlat2	=capital A, breve
ă	abreve	`ă`	ISOlat2	=small a, breve
Â	Acirc	`Â`	ISOlat1	=capital A, circumflex accent
â	acirc	`â`	ISOlat1	=small a, circumflex accent
´	acute	`´`	ISOdia	=acute accent
А	Acy	`А`	ISOcyr1	=capital A, Cyrillic
а	acy	`а`	ISOcyr1	=small a, Cyrillic
Æ	AElig	`Æ`	ISOlat1	=capital AE diphthong (ligature)
æ	aelig	`æ`	ISOlat1	=small ae diphthong (ligature)
Α	Agr	`Α`	ISOgrk1	=capital Alpha, Greek
α	agr	`α`	ISOgrk1	=small alpha, Greek
À	Agrave	`À`	ISOlat1	=capital A, grave accent
à	agrave	`à`	ISOlat1	=small a, grave accent
ℵ	aleph	`ℵ`	ISOtech	/aleph =aleph, Hebrew
α	alpha	`α`	ISOgrk3	=small alpha, Greek
Ā	Amacr	`Ā`	ISOlat2	=capital A, macron
ā	amacr	`ā`	ISOlat2	=small a, macron
⨿	amalg	`⨿`	ISOamsb	/amalg B: amalgamation or coproduct
&	amp	`&`	ISOnum	=ampersand
∧	and	`∧`	ISOtech	/wedge /land B: =logical and
∠	ang	`∠`	ISOamso	/angle - angle
∟	ang90	`∟`	ISOtech	=right (90 degree) angle
∡	angmsd	`∡`	ISOamso	/measuredangle - angle-measured
∢	angsph	`∢`	ISOtech	/sphericalangle =angle-spherical
Å	angst	`Å`	ISOtech	Angstrom =capital A, ring
Ą	Aogon	`Ą`	ISOlat2	=capital A, ogonek
ą	aogon	`ą`	ISOlat2	=small a, ogonek
≈	ap	`≈`	ISOtech	/approx R: =approximate
≊	ape	`≊`	ISOamsr	/approxeq R: approximate, equals
'	apos	`'`	ISOnum	=apostrophe
Å	Aring	`Å`	ISOlat1	=capital A, ring
å	aring	`å`	ISOlat1	=small a, ring
*	ast	`*`	ISOnum	/ast B: =asterisk
≈	asymp	`≈`	ISOamsr	/asymp R: asymptotically equal to
Ã	Atilde	`Ã`	ISOlat1	=capital A, tilde
ã	atilde	`ã`	ISOlat1	=small a, tilde
Ä	Auml	`Ä`	ISOlat1	=capital A, dieresis or umlaut mark
ä	auml	`ä`	ISOlat1	=small a, dieresis or umlaut mark
α	b.alpha	`α`	ISOgrk4	=small alpha, Greek
β	b.beta	`β`	ISOgrk4	=small beta, Greek
χ	b.chi	`χ`	ISOgrk4	=small chi, Greek
Δ	b.Delta	`Δ`	ISOgrk4	=capital Delta, Greek
δ	b.delta	`δ`	ISOgrk4	=small delta, Greek
ϵ	b.epsi	`ϵ`	ISOgrk4	=small epsilon, Greek
ϵ	b.epsis	`ϵ`	ISOgrk4	/straightepsilon
ε	b.epsiv	`ε`	ISOgrk4	/varepsilon
η	b.eta	`η`	ISOgrk4	=small eta, Greek
Γ	b.Gamma	`Γ`	ISOgrk4	=capital Gamma, Greek
γ	b.gamma	`γ`	ISOgrk4	=small gamma, Greek
ϝ	b.gammad	`ϝ`	ISOgrk4	/digamma
ι	b.iota	`ι`	ISOgrk4	=small iota, Greek
κ	b.kappa	`κ`	ISOgrk4	=small kappa, Greek
ϰ	b.kappav	`ϰ`	ISOgrk4	/varkappa
Λ	b.Lambda	`Λ`	ISOgrk4	=capital Lambda, Greek
λ	b.lambda	`λ`	ISOgrk4	=small lambda, Greek
μ	b.mu	`μ`	ISOgrk4	=small mu, Greek
ν	b.nu	`ν`	ISOgrk4	=small nu, Greek
Ω	b.Omega	`Ω`	ISOgrk4	=capital Omega, Greek
ω	b.omega	`ω`	ISOgrk4	=small omega, Greek
Φ	b.Phi	`Φ`	ISOgrk4	=capital Phi, Greek
ϕ	b.phis	`ϕ`	ISOgrk4	/straightphi - straight phi
φ	b.phiv	`φ`	ISOgrk4	/varphi - curly or open phi
Π	b.Pi	`Π`	ISOgrk4	=capital Pi, Greek
π	b.pi	`π`	ISOgrk4	=small pi, Greek
ϖ	b.piv	`ϖ`	ISOgrk4	/varpi
Ψ	b.Psi	`Ψ`	ISOgrk4	=capital Psi, Greek
ψ	b.psi	`ψ`	ISOgrk4	=small psi, Greek
ρ	b.rho	`ρ`	ISOgrk4	=small rho, Greek
ϱ	b.rhov	`ϱ`	ISOgrk4	/varrho
Σ	b.Sigma	`Σ`	ISOgrk4	=capital Sigma, Greek
σ	b.sigma	`σ`	ISOgrk4	=small sigma, Greek
ς	b.sigmav	`ς`	ISOgrk4	/varsigma
τ	b.tau	`τ`	ISOgrk4	=small tau, Greek
Θ	b.Theta	`Θ`	ISOgrk4	=capital Theta, Greek
θ	b.thetas	`θ`	ISOgrk4	straight theta
ϑ	b.thetav	`ϑ`	ISOgrk4	/vartheta - curly or open theta
ϒ	b.Upsi	`ϒ`	ISOgrk4	=capital Upsilon, Greek
υ	b.upsi	`υ`	ISOgrk4	=small upsilon, Greek
Ξ	b.Xi	`Ξ`	ISOgrk4	=capital Xi, Greek
ξ	b.xi	`ξ`	ISOgrk4	=small xi, Greek
ζ	b.zeta	`ζ`	ISOgrk4	=small zeta, Greek
⌅	barwed	`⌅`	ISOamsb	/barwedge B: logical and, bar above
⌆	Barwed	`⌆`	ISOamsb	/doublebarwedge B: log and, dbl bar
≌	bcong	`≌`	ISOamsr	/backcong R: reverse congruent
Б	Bcy	`Б`	ISOcyr1	=capital BE, Cyrillic
б	bcy	`б`	ISOcyr1	=small be, Cyrillic
∵	becaus	`∵`	ISOtech	/because R: =because
ψ	bepsi	`ψ`	ISOamsr	/backepsilon R: such that
ℬ	bernou	`ℬ`	ISOtech	Bernoulli function (script capital B)
β	beta	`β`	ISOgrk3	=small beta, Greek
ℶ	beth	`ℶ`	ISOamso	/beth - beth, Hebrew
Β	Bgr	`Β`	ISOgrk1	=capital Beta, Greek
β	bgr	`β`	ISOgrk1	=small beta, Greek
␣	blank	`␣`	ISOpub	=significant blank symbol
▒	blk12	`▒`	ISOpub	=50% shaded block
░	blk14	`░`	ISOpub	=25% shaded block
▓	blk34	`▓`	ISOpub	=75% shaded block
█	block	`█`	ISOpub	=full block
⊥	bottom	`⊥`	ISOtech	/bot B: =perpendicular
⋈	bowtie	`⋈`	ISOamsr	/bowtie R:
┐	boxdl	`┐`	ISObox	lower left quadrant
╗	boxDL	`╗`	ISObox	lower left quadrant
╖	boxDl	`╖`	ISObox	lower left quadrant
╕	boxdL	`╕`	ISObox	lower left quadrant
┌	boxdr	`┌`	ISObox	lower right quadrant
╓	boxDr	`╓`	ISObox	lower right quadrant
╒	boxdR	`╒`	ISObox	lower right quadrant
╔	boxDR	`╔`	ISObox	lower right quadrant
─	boxh	`─`	ISObox	horizontal line
═	boxH	`═`	ISObox	horizontal line
┬	boxhd	`┬`	ISObox	lower left and right quadrants
╤	boxHd	`╤`	ISObox	lower left and right quadrants
╥	boxhD	`╥`	ISObox	lower left and right quadrants
╦	boxHD	`╦`	ISObox	lower left and right quadrants
╩	boxHU	`╩`	ISObox	upper left and right quadrants
╨	boxhU	`╨`	ISObox	upper left and right quadrants
┴	boxhu	`┴`	ISObox	upper left and right quadrants
╧	boxHu	`╧`	ISObox	upper left and right quadrants
╜	boxUl	`╜`	ISObox	upper left quadrant
╛	boxuL	`╛`	ISObox	upper left quadrant
╝	boxUL	`╝`	ISObox	upper left quadrant
┘	boxul	`┘`	ISObox	upper left quadrant
╙	boxUr	`╙`	ISObox	upper right quadrant
╚	boxUR	`╚`	ISObox	upper right quadrant
╘	boxuR	`╘`	ISObox	upper right quadrant
└	boxur	`└`	ISObox	upper right quadrant
║	boxV	`║`	ISObox	vertical line
│	boxv	`│`	ISObox	vertical line
╫	boxVh	`╫`	ISObox	all four quadrants
╬	boxVH	`╬`	ISObox	all four quadrants
╪	boxvH	`╪`	ISObox	all four quadrants
┼	boxvh	`┼`	ISObox	all four quadrants
╣	boxVL	`╣`	ISObox	upper and lower left quadrants
╡	boxvL	`╡`	ISObox	upper and lower left quadrants
╢	boxVl	`╢`	ISObox	upper and lower left quadrants
┤	boxvl	`┤`	ISObox	upper and lower left quadrants
╠	boxVR	`╠`	ISObox	upper and lower right quadrants
├	boxvr	`├`	ISObox	upper and lower right quadrants
╞	boxvR	`╞`	ISObox	upper and lower right quadrants
╟	boxVr	`╟`	ISObox	upper and lower right quadrants
‵	bprime	`‵`	ISOamso	/backprime - reverse prime
˘	breve	`˘`	ISOdia	=breve
¦	brvbar	`¦`	ISOnum	=broken (vertical) bar
∽	bsim	`∽`	ISOamsr	/backsim R: reverse similar
⋍	bsime	`⋍`	ISOamsr	/backsimeq R: reverse similar, eq
\	bsol	`\`	ISOnum	/backslash =reverse solidus
≪	bull	`≪`	ISOpub	/bullet B: =round bullet, filled
∓	bump	`∓`	ISOamsr	/Bumpeq R: bumpy equals
≏	bumpe	`≏`	ISOamsr	/bumpeq R: bumpy equals, equals
Ć	Cacute	`Ć`	ISOlat2	=capital C, acute accent
ć	cacute	`ć`	ISOlat2	=small c, acute accent
⋒	Cap	`⋒`	ISOamsb	/Cap /doublecap B: dbl intersection
∩	cap	`∩`	ISOtech	/cap B: =intersection
⁁	caret	`⁁`	ISOpub	=caret (insertion mark)
ˇ	caron	`ˇ`	ISOdia	=caron
Č	Ccaron	`Č`	ISOlat2	=capital C, caron
č	ccaron	`č`	ISOlat2	=small c, caron
Ç	Ccedil	`Ç`	ISOlat1	=capital C, cedilla
ç	ccedil	`ç`	ISOlat1	=small c, cedilla
Ĉ	Ccirc	`Ĉ`	ISOlat2	=capital C, circumflex accent
ĉ	ccirc	`ĉ`	ISOlat2	=small c, circumflex accent
Ċ	Cdot	`Ċ`	ISOlat2	=capital C, dot above
ċ	cdot	`ċ`	ISOlat2	=small c, dot above
¸	cedil	`¸`	ISOdia	=cedilla
¢	cent	`¢`	ISOnum	=cent sign
Ч	CHcy	`Ч`	ISOcyr1	=capital CHE, Cyrillic
ч	chcy	`ч`	ISOcyr1	=small che, Cyrillic
✓	check	`✓`	ISOpub	/checkmark =tick, check mark
χ	chi	`χ`	ISOgrk3	=small chi, Greek
○	cir	`○`	ISOpub	/circ B: =circle, open
ˆ	circ	`ˆ`	ISOdia	=circumflex accent
≗	cire	`≗`	ISOamsr	/circeq R: circle, equals
♣	clubs	`♣`	ISOpub	/clubsuit =club suit symbol
:	colon	`:`	ISOnum	/colon P:
≔	colone	`≔`	ISOamsr	/coloneq R: colon, equals
,	comma	`,`	ISOnum	P: =comma
@	commat	`@`	ISOnum	=commercial at
∁	comp	`∁`	ISOamso	/complement - complement sign
∘	compfn	`∘`	ISOtech	B: composite function (small circle)
≅	cong	`≅`	ISOtech	/cong R: =congruent with
∮	conint	`∮`	ISOtech	/oint L: =contour integral operator
∐	coprod	`∐`	ISOamsb	/coprod L: coproduct operator
©	copy	`©`	ISOnum	=copyright sign
℗	copysr	`℗`	ISOpub	=sound recording copyright sign
✗	cross	`✗`	ISOpub	=ballot cross
⋞	cuepr	`⋞`	ISOamsr	/curlyeqprec R: curly eq, precedes
⋟	cuesc	`⋟`	ISOamsr	/curlyeqsucc R: curly eq, succeeds
↶	cularr	`↶`	ISOamsa	/curvearrowleft A: left curved arrow
⋓	Cup	`⋓`	ISOamsb	/Cup /doublecup B: dbl union
∪	cup	`∪`	ISOtech	/cup B: =union or logical sum
≼	cupre	`≼`	ISOamsr	/curlypreceq R: curly precedes, eq
↷	curarr	`↷`	ISOamsa	/curvearrowright A: rt curved arrow
¤	curren	`¤`	ISOnum	=general currency sign
⋎	cuvee	`⋎`	ISOamsb	/curlyvee B: curly logical or
⋏	cuwed	`⋏`	ISOamsb	/curlywedge B: curly logical and
†	dagger	`†`	ISOpub	/dagger B: =dagger
‡	Dagger	`‡`	ISOpub	/ddagger B: =double dagger
ℸ	daleth	`ℸ`	ISOamso	/daleth - daleth, Hebrew
⇓	dArr	`⇓`	ISOamsa	/Downarrow A: down dbl arrow
↓	darr	`↓`	ISOnum	/downarrow A: =downward arrow
⇊	darr2	`⇊`	ISOamsa	/downdownarrows A: two down arrows
-	dash	`-`	ISOpub	=hyphen (true graphic)
⊣	dashv	`⊣`	ISOamsr	/dashv R: dash, vertical
˝	dblac	`˝`	ISOdia	=double acute accent
Ď	Dcaron	`Ď`	ISOlat2	=capital D, caron
ď	dcaron	`ď`	ISOlat2	=small d, caron
Д	Dcy	`Д`	ISOcyr1	=capital DE, Cyrillic
д	dcy	`д`	ISOcyr1	=small de, Cyrillic
°	deg	`°`	ISOnum	=degree sign
Δ	Delta	`Δ`	ISOgrk3	=capital Delta, Greek
δ	delta	`δ`	ISOgrk3	=small delta, Greek
Δ	Dgr	`Δ`	ISOgrk1	=capital Delta, Greek
δ	dgr	`δ`	ISOgrk1	=small delta, Greek
⇃	dharl	`⇃`	ISOamsa	/downleftharpoon A: dn harpoon-left
⇂	dharr	`⇂`	ISOamsa	/downrightharpoon A: down harpoon-rt
⋄	diam	`⋄`	ISOamsb	/diamond B: open diamond
♦	diams	`♦`	ISOpub	/diamondsuit =diamond suit symbol
¨	die	`¨`	ISOdia	=dieresis
÷	divide	`÷`	ISOnum	/div B: =divide sign
⋇	divonx	`⋇`	ISOamsb	/divideontimes B: division on times
Ђ	DJcy	`Ђ`	ISOcyr2	=capital DJE, Serbian
ђ	djcy	`ђ`	ISOcyr2	=small dje, Serbian
↙	dlarr	`↙`	ISOamsa	/swarrow A: downward l arrow
⌞	dlcorn	`⌞`	ISOamsc	/llcorner O: downward left corner
⌍	dlcrop	`⌍`	ISOpub	downward left crop mark
$	dollar	`$`	ISOnum	=dollar sign
˙	dot	`˙`	ISOdia	=dot above
¨	Dot	`¨`	ISOtech	=dieresis or umlaut mark
⃜	DotDot	`⃜`	ISOtech	four dots above
↘	drarr	`↘`	ISOamsa	/searrow A: downward rt arrow
⌟	drcorn	`⌟`	ISOamsc	/lrcorner C: downward right corner
⌌	drcrop	`⌌`	ISOpub	downward right crop mark
Ѕ	DScy	`Ѕ`	ISOcyr2	=capital DSE, Macedonian
ѕ	dscy	`ѕ`	ISOcyr2	=small dse, Macedonian
Đ	Dstrok	`Đ`	ISOlat2	=capital D, stroke
đ	dstrok	`đ`	ISOlat2	=small d, stroke
▿	dtri	`▿`	ISOpub	/triangledown =down triangle, open
▾	dtrif	`▾`	ISOpub	/blacktriangledown =dn tri, filled
Џ	DZcy	`Џ`	ISOcyr2	=capital dze, Serbian
џ	dzcy	`џ`	ISOcyr2	=small dze, Serbian
Έ	Eacgr	`Έ`	ISOgrk2	=capital Epsilon, accent, Greek
έ	eacgr	`έ`	ISOgrk2	=small epsilon, accent, Greek
É	Eacute	`É`	ISOlat1	=capital E, acute accent
é	eacute	`é`	ISOlat1	=small e, acute accent
Ě	Ecaron	`Ě`	ISOlat2	=capital E, caron
ě	ecaron	`ě`	ISOlat2	=small e, caron
≖	ecir	`≖`	ISOamsr	/eqcirc R: circle on equals sign
Ê	Ecirc	`Ê`	ISOlat1	=capital E, circumflex accent
ê	ecirc	`ê`	ISOlat1	=small e, circumflex accent
≕	ecolon	`≕`	ISOamsr	/eqcolon R: equals, colon
Э	Ecy	`Э`	ISOcyr1	=capital E, Cyrillic
э	ecy	`э`	ISOcyr1	=small e, Cyrillic
≑	eDot	`≑`	ISOamsr	/doteqdot /Doteq R: eq, even dots
Ė	Edot	`Ė`	ISOlat2	=capital E, dot above
ė	edot	`ė`	ISOlat2	=small e, dot above
Ή	EEacgr	`Ή`	ISOgrk2	=capital Eta, accent, Greek
ή	eeacgr	`ή`	ISOgrk2	=small eta, accent, Greek
Η	EEgr	`Η`	ISOgrk1	=capital Eta, Greek
η	eegr	`η`	ISOgrk1	=small eta, Greek
≒	efDot	`≒`	ISOamsr	/fallingdotseq R: eq, falling dots
Ε	Egr	`Ε`	ISOgrk1	=capital Epsilon, Greek
ε	egr	`ε`	ISOgrk1	=small epsilon, Greek
È	Egrave	`È`	ISOlat1	=capital E, grave accent
è	egrave	`è`	ISOlat1	=small e, grave accent
⪖	egs	`⪖`	ISOamsr	/eqslantgtr R: equal-or-gtr, slanted
ℓ	ell	`ℓ`	ISOamso	/ell - cursive small l
⪕	els	`⪕`	ISOamsr	/eqslantless R: eq-or-less, slanted
Ē	Emacr	`Ē`	ISOlat2	=capital E, macron
ē	emacr	`ē`	ISOlat2	=small e, macron
∅	empty	`∅`	ISOamso	/emptyset /varnothing =small o, slash
	emsp	` `	ISOpub	=em space
	emsp13	` `	ISOpub	=1/3-em space
	emsp14	` `	ISOpub	=1/4-em space
Ŋ	ENG	`Ŋ`	ISOlat2	=capital ENG, Lapp
ŋ	eng	`ŋ`	ISOlat2	=small eng, Lapp
	ensp	` `	ISOpub	=en space (1/2-em)
Ę	Eogon	`Ę`	ISOlat2	=capital E, ogonek
ę	eogon	`ę`	ISOlat2	=small e, ogonek
ϵ	epsi	`ϵ`	ISOgrk3	=small epsilon, Greek
ϵ	epsis	`ϵ`	ISOgrk3	/straightepsilon
ε	epsiv	`ε`	ISOgrk3	/varepsilon
=	equals	`=`	ISOnum	=equals sign R:
≡	equiv	`≡`	ISOtech	/equiv R: =identical with
≓	erDot	`≓`	ISOamsr	/risingdotseq R: eq, rising dots
≐	esdot	`≐`	ISOamsr	/doteq R: equals, single dot above
η	eta	`η`	ISOgrk3	=small eta, Greek
Ð	ETH	`Ð`	ISOlat1	=capital Eth, Icelandic
ð	eth	`ð`	ISOlat1	=small eth, Icelandic
Ë	Euml	`Ë`	ISOlat1	=capital E, dieresis or umlaut mark
ë	euml	`ë`	ISOlat1	=small e, dieresis or umlaut mark
!	excl	`!`	ISOnum	=exclamation mark
∃	exist	`∃`	ISOtech	/exists =at least one exists
Ф	Fcy	`Ф`	ISOcyr1	=capital EF, Cyrillic
ф	fcy	`ф`	ISOcyr1	=small ef, Cyrillic
♀	female	`♀`	ISOpub	=female symbol
ﬃ	ffilig	`ﬃ`	ISOpub	small ffi ligature
ﬀ	fflig	`ﬀ`	ISOpub	small ff ligature
ﬄ	ffllig	`ﬄ`	ISOpub	small ffl ligature
ﬁ	filig	`ﬁ`	ISOpub	small fi ligature
	fjlig	None	ISOpub	small fj ligature
♭	flat	`♭`	ISOpub	/flat =musical flat
ﬂ	fllig	`ﬂ`	ISOpub	small fl ligature
푓	fnof	`푓`	ISOtech	=function of (italic small f)
∀	forall	`∀`	ISOtech	/forall =for all
⋔	fork	`⋔`	ISOamsr	/pitchfork R: pitchfork
½	frac12	`½`	ISOnum	=fraction one-half
⅓	frac13	`⅓`	ISOpub	=fraction one-third
¼	frac14	`¼`	ISOnum	=fraction one-quarter
⅕	frac15	`⅕`	ISOpub	=fraction one-fifth
⅙	frac16	`⅙`	ISOpub	=fraction one-sixth
⅛	frac18	`⅛`	ISOnum	=fraction one-eighth
⅔	frac23	`⅔`	ISOpub	=fraction two-thirds
⅖	frac25	`⅖`	ISOpub	=fraction two-fifths
¾	frac34	`¾`	ISOnum	=fraction three-quarters
⅗	frac35	`⅗`	ISOpub	=fraction three-fifths
⅜	frac38	`⅜`	ISOnum	=fraction three-eighths
⅘	frac45	`⅘`	ISOpub	=fraction four-fifths
⅚	frac56	`⅚`	ISOpub	=fraction five-sixths
⅝	frac58	`⅝`	ISOnum	=fraction five-eighths
⅞	frac78	`⅞`	ISOnum	=fraction seven-eighths
⌢	frown	`⌢`	ISOamsr	/frown R: down curve
ǵ	gacute	`ǵ`	ISOlat2	=small g, acute accent
Γ	Gamma	`Γ`	ISOgrk3	=capital Gamma, Greek
γ	gamma	`γ`	ISOgrk3	=small gamma, Greek
ϝ	gammad	`ϝ`	ISOgrk3	/digamma
⪆	gap	`⪆`	ISOamsr	/gtrapprox R: greater, approximate
Ğ	Gbreve	`Ğ`	ISOlat2	=capital G, breve
ğ	gbreve	`ğ`	ISOlat2	=small g, breve
Ģ	Gcedil	`Ģ`	ISOlat2	=capital G, cedilla
Ĝ	Gcirc	`Ĝ`	ISOlat2	=capital G, circumflex accent
ĝ	gcirc	`ĝ`	ISOlat2	=small g, circumflex accent
Г	Gcy	`Г`	ISOcyr1	=capital GHE, Cyrillic
г	gcy	`г`	ISOcyr1	=small ghe, Cyrillic
Ġ	Gdot	`Ġ`	ISOlat2	=capital G, dot above
ġ	gdot	`ġ`	ISOlat2	=small g, dot above
≧	gE	`≧`	ISOamsr	/geqq R: greater, double equals
≥	ge	`≥`	ISOtech	/geq /ge R: =greater-than-or-equal
⋛	gel	`⋛`	ISOamsr	/gtreqless R: greater, equals, less
⪌	gEl	`⪌`	ISOamsr	/gtreqqless R: gt, dbl equals, less
⩾	ges	`⩾`	ISOamsr	/geqslant R: gt-or-equal, slanted
⋙	Gg	`⋙`	ISOamsr	/ggg /Gg /gggtr R: triple gtr-than
Γ	Ggr	`Γ`	ISOgrk1	=capital Gamma, Greek
γ	ggr	`γ`	ISOgrk1	=small gamma, Greek
ℷ	gimel	`ℷ`	ISOamso	/gimel - gimel, Hebrew
Ѓ	GJcy	`Ѓ`	ISOcyr2	=capital GJE Macedonian
ѓ	gjcy	`ѓ`	ISOcyr2	=small gje, Macedonian
≷	gl	`≷`	ISOamsr	/gtrless R: greater, less
⪊	gnap	`⪊`	ISOamsn	/gnapprox N: greater, not approximate
⪈	gne	`⪈`	ISOamsn	/gneq N: greater, not equals
≩	gnE	`≩`	ISOamsn	/gneqq N: greater, not dbl equals
⋧	gnsim	`⋧`	ISOamsn	/gnsim N: greater, not similar
`	grave	```	ISOdia	=grave accent
⋗	gsdot	`⋗`	ISOamsr	/gtrdot R: greater than, single dot
≳	gsim	`≳`	ISOamsr	/gtrsim R: greater, similar
⪢	Gt	`⪢`	ISOamsr	/gg R: dbl greater-than sign
>	gt	`>`	ISOnum	=greater-than sign R:
≩	gvnE	`≩`	ISOamsn	/gvertneqq N: gt, vert, not dbl eq
	hairsp	` `	ISOpub	=hair space
½	half	`½`	ISOnum	=fraction one-half
ℋ	hamilt	`ℋ`	ISOtech	Hamiltonian (script capital H)
Ъ	HARDcy	`Ъ`	ISOcyr1	=capital HARD sign, Cyrillic
ъ	hardcy	`ъ`	ISOcyr1	=small hard sign, Cyrillic
↔	harr	`↔`	ISOamsa	/leftrightarrow A: l&r arrow
⇔	hArr	`⇔`	ISOamsa	/Leftrightarrow A: l&r dbl arrow
↭	harrw	`↭`	ISOamsa	/leftrightsquigarrow A: l&r arr-wavy
Ĥ	Hcirc	`Ĥ`	ISOlat2	=capital H, circumflex accent
ĥ	hcirc	`ĥ`	ISOlat2	=small h, circumflex accent
♥	hearts	`♥`	ISOpub	/heartsuit =heart suit symbol
…	hellip	`…`	ISOpub	=ellipsis (horizontal)
―	horbar	`―`	ISOnum	=horizontal bar
Ħ	Hstrok	`Ħ`	ISOlat2	=capital H, stroke
ħ	hstrok	`ħ`	ISOlat2	=small h, stroke
⁃	hybull	`⁃`	ISOpub	rectangle, filled (hyphen bullet)
-	hyphen	`-`	ISOnum	=hyphen
Ί	Iacgr	`Ί`	ISOgrk2	=capital Iota, accent, Greek
ί	iacgr	`ί`	ISOgrk2	=small iota, accent, Greek
Í	Iacute	`Í`	ISOlat1	=capital I, acute accent
í	iacute	`í`	ISOlat1	=small i, acute accent
Î	Icirc	`Î`	ISOlat1	=capital I, circumflex accent
î	icirc	`î`	ISOlat1	=small i, circumflex accent
И	Icy	`И`	ISOcyr1	=capital I, Cyrillic
и	icy	`и`

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