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Math symbols defined by LaTeX package MnSymbol
No. Text Math Macro Category Requirements Comments00021 ! ! !
mathpunct EXCLAMATION MARK00023 # # \# mathord NUMBER SIGN00024 $ $
\$ mathord = \mathdollar, DOLLAR SIGN00025 % % \% mathord PERCENT
SIGN00026 & & \& mathord # \binampersand
(stmaryrd)00028 ( ( ( mathopen LEFT PARENTHESIS00029 ) ) )
mathclose RIGHT PARENTHESIS0002A * * mathord # \ast, (high)
ASTERISK, star0002B + + + mathbin PLUS SIGN0002C , , , mathpunct
COMMA0002E . . . mathalpha FULL STOP, period0002F / / / mathord #
\slash, SOLIDUS00030 0 0 0 mathord DIGIT ZERO00031 1 1 1 mathord
DIGIT ONE00032 2 2 2 mathord DIGIT TWO00033 3 3 3 mathord DIGIT
THREE00034 4 4 4 mathord DIGIT FOUR00035 5 5 5 mathord DIGIT
FIVE00036 6 6 6 mathord DIGIT SIX00037 7 7 7 mathord DIGIT
SEVEN00038 8 8 8 mathord DIGIT EIGHT00039 9 9 9 mathord DIGIT
NINE0003A : \colon mathpunct x :, COLON (not ratio)0003B ; ; ;
mathpunct SEMICOLON p:0003C < < < mathrel LESS-THAN SIGN
r:0003D = = = mathrel EQUALS SIGN r:0003E > > > mathrel
GREATER-THAN SIGN r:0003F ? ? ? mathord QUESTION MARK00040 @ @ @
mathord at00041 A A A mathalpha -literal = \mathrm{A}, LATIN
CAPITAL LETTER A00042 B B B mathalpha -literal = \mathrm{B}, LATIN
CAPITAL LETTER B00043 C C C mathalpha -literal = \mathrm{C}, LATIN
CAPITAL LETTER C00044 D D D mathalpha -literal = \mathrm{D}, LATIN
CAPITAL LETTER D00045 E E E mathalpha -literal = \mathrm{E}, LATIN
CAPITAL LETTER E00046 F F F mathalpha -literal = \mathrm{F}, LATIN
CAPITAL LETTER F00047 G G G mathalpha -literal = \mathrm{G}, LATIN
CAPITAL LETTER G
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No. Text Math Macro Category Requirements Comments00048 H H H
mathalpha -literal = \mathrm{H}, LATIN CAPITAL LETTER H00049 I I I
mathalpha -literal = \mathrm{I}, LATIN CAPITAL LETTER I0004A J J J
mathalpha -literal = \mathrm{J}, LATIN CAPITAL LETTER J0004B K K K
mathalpha -literal = \mathrm{K}, LATIN CAPITAL LETTER K0004C L L L
mathalpha -literal = \mathrm{L}, LATIN CAPITAL LETTER L0004D M M M
mathalpha -literal = \mathrm{M}, LATIN CAPITAL LETTER M0004E N N N
mathalpha -literal = \mathrm{N}, LATIN CAPITAL LETTER N0004F O O O
mathalpha -literal = \mathrm{O}, LATIN CAPITAL LETTER O00050 P P P
mathalpha -literal = \mathrm{P}, LATIN CAPITAL LETTER P00051 Q Q Q
mathalpha -literal = \mathrm{Q}, LATIN CAPITAL LETTER Q00052 R R R
mathalpha -literal = \mathrm{R}, LATIN CAPITAL LETTER R00053 S S S
mathalpha -literal = \mathrm{S}, LATIN CAPITAL LETTER S00054 T T T
mathalpha -literal = \mathrm{T}, LATIN CAPITAL LETTER T00055 U U U
mathalpha -literal = \mathrm{U}, LATIN CAPITAL LETTER U00056 V V V
mathalpha -literal = \mathrm{V}, LATIN CAPITAL LETTER V00057 W W W
mathalpha -literal = \mathrm{W}, LATIN CAPITAL LETTER W00058 X X X
mathalpha -literal = \mathrm{X}, LATIN CAPITAL LETTER X00059 Y Y Y
mathalpha -literal = \mathrm{Y}, LATIN CAPITAL LETTER Y0005A Z Z Z
mathalpha -literal = \mathrm{Z}, LATIN CAPITAL LETTER Z0005B [ [
\lbrack mathopen LEFT SQUARE BRACKET0005C \ / \backslash mathord
REVERSE SOLIDUS0005D ] ] \rbrack mathclose RIGHT SQUARE
BRACKET0005F _ _ \_ mathord LOW LINE, TeX subscript operator00061 a
a a mathalpha -literal = \mathrm{a}, LATIN SMALL LETTER A00062 b b
b mathalpha -literal = \mathrm{b}, LATIN SMALL LETTER B00063 c c c
mathalpha -literal = \mathrm{c}, LATIN SMALL LETTER C00064 d d d
mathalpha -literal = \mathrm{d}, LATIN SMALL LETTER D00065 e e e
mathalpha -literal = \mathrm{e}, LATIN SMALL LETTER E00066 f f f
mathalpha -literal = \mathrm{f}, LATIN SMALL LETTER F00067 g g g
mathalpha -literal = \mathrm{g}, LATIN SMALL LETTER G00068 h h h
mathalpha -literal = \mathrm{h}, LATIN SMALL LETTER H00069 i i i
mathalpha -literal = \mathrm{i}, LATIN SMALL LETTER I0006A j j j
mathalpha -literal = \mathrm{j}, LATIN SMALL LETTER J0006B k k k
mathalpha -literal = \mathrm{k}, LATIN SMALL LETTER K0006C l l l
mathalpha -literal = \mathrm{l}, LATIN SMALL LETTER L0006D m m m
mathalpha -literal = \mathrm{m}, LATIN SMALL LETTER M0006E n n n
mathalpha -literal = \mathrm{n}, LATIN SMALL LETTER N0006F o o o
mathalpha -literal = \mathrm{o}, LATIN SMALL LETTER O
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No. Text Math Macro Category Requirements Comments00070 p p p
mathalpha -literal = \mathrm{p}, LATIN SMALL LETTER P00071 q q q
mathalpha -literal = \mathrm{q}, LATIN SMALL LETTER Q00072 r r r
mathalpha -literal = \mathrm{r}, LATIN SMALL LETTER R00073 s s s
mathalpha -literal = \mathrm{s}, LATIN SMALL LETTER S00074 t t t
mathalpha -literal = \mathrm{t}, LATIN SMALL LETTER T00075 u u u
mathalpha -literal = \mathrm{u}, LATIN SMALL LETTER U00076 v v v
mathalpha -literal = \mathrm{v}, LATIN SMALL LETTER V00077 w w w
mathalpha -literal = \mathrm{w}, LATIN SMALL LETTER W00078 x x x
mathalpha -literal = \mathrm{x}, LATIN SMALL LETTER X00079 y y y
mathalpha -literal = \mathrm{y}, LATIN SMALL LETTER Y0007A z z z
mathalpha -literal = \mathrm{z}, LATIN SMALL LETTER Z0007B { { \{
mathopen = \lbrace, LEFT CURLY BRACKET0007C | | mathfence = \vert,
vertical bar0007D } } \} mathclose = \rbrace, RIGHT CURLY
BRACKET0007E ~ () \sptilde mathord amsxtra # \sim, TILDE000A0 ~
nbsp000A3 \pounds mathord -fourier -omlmathit = \mathsterling
(txfonts), POUND SIGN, fourier prints a dollar sign000A5 \yen
mathord amsfonts YEN SIGN000AC \neg mathord = \lnot, NOT SIGN000AE
R \circledR mathord amsfonts REGISTERED SIGN000B1 \pm mathbin
plus-or-minus sign000B7 () mathbin # \cdot, x \centerdot, b: MIDDLE
DOT000D7 \times mathbin MULTIPLICATION SIGN, z notation Cartesian
product000F7 \div mathbin divide sign00131 \imath mathalpha
-literal imath00237 \jmath mathalpha -literal jmath00300 x x \grave
mathaccent grave accent00301 x x \acute mathaccent acute
accent00302 x x \hat mathaccent # \widehat (amssymb), circumflex
accent00303 x x \tilde mathaccent # \widetilde (yhmath, fourier),
tilde00304 x x \bar mathaccent macron00305 x x \overline mathaccent
overbar embellishment00306 x x \breve mathaccent breve00307 x x
\dot mathaccent -oz = \Dot (wrisym), dot above00308 x x \ddot
mathaccent = \DDot (wrisym), dieresis0030A x x \mathring mathaccent
amssymb = \ring (yhmath), ring0030C x x \check mathaccent
caron00331 x x \underbar mathaccent COMBINING MACRON BELOW
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No. Text Math Macro Category Requirements Comments00332 x x
\underline mathaccent COMBINING LOW LINE00338 x /x \not mathaccent
COMBINING LONG SOLIDUS OVERLAY00393 \Gamma mathalpha -literal =
\Gamma (-slantedGreek), = \mathrm{\Gamma}, capital gamma,
greek00394 \Delta mathalpha -literal = \Delta (-slantedGreek), =
\mathrm{\Delta}, capital delta, greek00398 \Theta mathalpha
-literal = \Theta (-slantedGreek), = \mathrm{\Theta}, capital
theta, greek0039B \Lambda mathalpha -literal = \Lambda
(-slantedGreek), = \mathrm{\Lambda}, capital lambda, greek0039E \Xi
mathalpha -literal = \Xi (-slantedGreek), = \mathrm{\Xi}, capital
xi, greek003A0 \Pi mathalpha -literal = \Pi (-slantedGreek), =
\mathrm{\Pi}, capital pi, greek003A3 \Sigma mathalpha -literal =
\Sigma (-slantedGreek), = \mathrm{\Sigma}, capital sigma,
greek003A5 \Upsilon mathalpha -literal = \Upsilon (-slantedGreek),
= \mathrm{\Upsilon}, capital upsilon, greek003A6 \Phi mathalpha
-literal = \Phi (-slantedGreek), = \mathrm{\Phi}, capital phi,
greek003A8 \Psi mathalpha -literal = \Psi (-slantedGreek), =
\mathrm{\Psi}, capital psi, greek003A9 \Omega mathalpha -literal =
\Omega (-slantedGreek), = \mathrm{\Omega}, capital omega,
greek003B1 \alpha mathalpha -literal = \mathrm{\alpha} (omlmathrm),
= \alphaup (kpfontsmathdesign), = \upalpha (upgreek),
alpha, greek003B2 \beta mathalpha -literal = \mathrm{\beta}
(omlmathrm), = \betaup (kpfonts mathdesign), = \upbeta
(upgreek),
beta, greek003B3 \gamma mathalpha -literal = \mathrm{\gamma}
(omlmathrm), = \gammaup (kpfonts mathdesign), = \upgamma (up-
greek), gamma, greek003B4 \delta mathalpha -literal =
\mathrm{\delta} (omlmathrm), = \deltaup (kpfonts mathdesign), =
\updelta (upgreek),
delta, greek003B5 \varepsilon mathalpha -literal =
\mathrm{\varepsilon} (omlmathrm), = \varepsilonup (kpfonts
mathdesign), = \upep-
silon (upgreek), rounded epsilon, greek003B6 \zeta mathalpha
-literal = \mathrm{\zeta} (omlmathrm), = \zetaup (kpfonts
mathdesign), = \upzeta (upgreek),
zeta, greek003B7 \eta mathalpha -literal = \mathrm{\eta}
(omlmathrm), = \etaup (kpfonts mathdesign), = \upeta (upgreek),
eta,
greek003B8 \theta mathalpha -literal = \mathrm{\theta}
(omlmathrm), = \thetaup (kpfonts mathdesign), straight theta, =
\up-
theta (upgreek), theta, greek003B9 \iota mathalpha -literal =
\mathrm{\iota} (omlmathrm), = \iotaup (kpfontsmathdesign), =
\upiota (upgreek), iota,
greek003BA \kappa mathalpha -literal = \mathrm{\kappa}
(omlmathrm), = \kappaup (kpfonts mathdesign), = \upkappa (up-
greek), kappa, greek003BB \lambda mathalpha -literal =
\mathrm{\lambda} (omlmathrm), = \lambdaup (kpfonts mathdesign), =
\uplambda (up-
greek), lambda, greek003BC \mu mathalpha -literal = \mathrm{\mu}
(omlmathrm), = \muup (kpfonts mathdesign), = \upmu (upgreek),
mu,
greek003BD \nu mathalpha -literal = \mathrm{\nu} (omlmathrm), =
\nuup (kpfonts mathdesign), = \upnu (upgreek), nu,
greek
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No. Text Math Macro Category Requirements Comments003BE \xi
mathalpha -literal = \mathrm{\xi} (omlmathrm), = \xiup (kpfonts
mathdesign), = \upxi (upgreek), xi, greek003C0 \pi mathalpha
-literal = \mathrm{\pi} (omlmathrm), = \piup (kpfonts mathdesign),
= \uppi (upgreek), pi, greek003C1 \rho mathalpha -literal =
\mathrm{\rho} (omlmathrm), = \rhoup (kpfonts mathdesign), = \uprho
(upgreek), rho,
greek003C2 \varsigma mathalpha -literal = \mathrm{\varsigma}
(omlmathrm), = \varsigmaup (kpfonts mathdesign), = \upvar-
sigma (upgreek), terminal sigma, greek003C3 \sigma mathalpha
-literal = \mathrm{\sigma} (omlmathrm), = \sigmaup (kpfonts
mathdesign), = \upsigma (up-
greek), sigma, greek003C4 \tau mathalpha -literal =
\mathrm{\tau} (omlmathrm), = \tauup (kpfonts mathdesign), = \uptau
(upgreek), tau,
greek003C5 \upsilon mathalpha -literal = \mathrm{\upsilon}
(omlmathrm), = \upsilonup (kpfonts mathdesign), = \upupsilon
(up-
greek), upsilon, greek003C6 \varphi mathalpha -literal =
\mathrm{\varphi} (omlmathrm), = \varphiup (kpfonts mathdesign), =
\upvarphi (up-
greek), curly or open phi, greek003C7 \chi mathalpha -literal =
\mathrm{\chi} (omlmathrm), = \chiup (kpfonts mathdesign), = \upchi
(upgreek), chi,
greek003C8 \psi mathalpha -literal = \mathrm{\psi} (omlmathrm),
= \psiup (kpfonts mathdesign), = \uppsi (upgreek), psi,
greek003C9 \omega mathalpha -literal = \mathrm{\omega}
(omlmathrm), = \omegaup (kpfonts mathdesign), = \upomega (up-
greek), omega, greek003D1 \vartheta mathalpha -literal =
\mathrm{\vartheta} (omlmathrm), = \varthetaup (kpfonts mathdesign),
curly or open
theta003D2 () mathalpha # \mathrm{\Upsilon}, GREEK UPSILON WITH
HOOK SYMBOL003D5 \phi mathalpha -literal = \mathrm{\phi}
(omlmathrm), = \phiup (kpfonts mathdesign), GREEK PHI SYMBOL
(straight)003D6 $ \varpi mathalpha -literal = \mathrm{\varpi}
(omlmathrm), = \varpiup (kpfonts mathdesign), GREEK PI SYMBOL
(pomega)02001 \quad emquad0200B () # \hspace{0pt}, zwsp02016 \|
mathfence = \Vert, double vertical bar02020 \dagger mathbin DAGGER
relation02021 \ddagger mathbin DOUBLE DAGGER relation02022 ()
mathbin # \bullet, b: round BULLET, filled02026 . . . \ldots
mathord ellipsis (horizontal)02032 \prime mathord PRIME or minute,
not superscripted02035 \backprime mathord amssymb reverse prime,
not superscripted0203C (!!) mathord # !!, DOUBLE EXCLAMATION
MARK02044 (/) mathbin # /, FRACTION SLASH
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No. Text Math Macro Category Requirements Comments02047 (??)
mathord # ??, DOUBLE QUESTION MARK0204E () mathbin # \ast, lowast,
LOW ASTERISK02052 (./.) mathord # ./., COMMERCIAL MINUS SIGN0205F
\: = \medspace (amsmath), MEDIUM MATHEMATICAL SPACE,
four-eighteenths of an
em020D6 x (x ) \LVec mathaccent wrisym # \overleftarrow,
COMBINING LEFT ARROW ABOVE020D7 x x \vec mathaccent -wrisym = \Vec
(wrisym), # \overrightarrow, COMBINING RIGHT ARROW ABOVE0210B H
\mathcal{H} mathalpha hamiltonian (script capital H)0210C H
\mathfrak{H} mathalpha eufrak /frak H, black-letter capital H0210E
(h) mathord # h, Planck constant0210F h \hslash mathalpha amssymb
fourier
arevmath=\HBar (wrisym), Planck's h over 2pi
02110 I \mathcal{I} mathalpha /scr I, script capital I02111 I
\Im mathalpha = \mathfrak{I} (eufrak), imaginary part02112 L
\mathcal{L} mathalpha lagrangian (script capital L)02113 ` \ell
mathalpha cursive small l02118 \wp mathalpha amssymb weierstrass
p0211B R \mathcal{R} mathalpha /scr R, script capital R0211C R \Re
mathalpha = \mathfrak{R} (eufrak), real part02126 () \tcohm
mathalpha mathcomp # \mathrm{\Omega}, ohm (deprecated in math, use
greek letter)02128 Z \mathfrak{Z} mathalpha eufrak /frak Z,
black-letter capital Z0212B (A) \Angstroem mathalpha wrisym #
\mathring{\mathrm{A}}, ngstrm capital A with ring0212C B
\mathcal{B} mathalpha bernoulli function (script capital B)0212D C
\mathfrak{C} mathalpha eufrak black-letter capital C02130 E
\mathcal{E} mathalpha /scr E, script capital E02131 F \mathcal{F}
mathalpha /scr F, script capital F02133 M \mathcal{M} mathalpha
physics m-matrix (SCRIPT CAPITAL M)02135 \aleph mathalpha aleph,
hebrew02136 \beth mathalpha amssymb wrisym beth, hebrew02137 \gimel
mathalpha amssymb wrisym gimel, hebrew02138 \daleth mathalpha
amssymb wrisym daleth, hebrew02190 \leftarrow mathrel = \gets, a:
leftward arrow02191 \uparrow mathrel upward arrow02192 \rightarrow
mathrel = \to, = \tfun (oz), = \fun (oz), rightward arrow, z
notation total function02193 \downarrow mathrel downward arrow02194
\leftrightarrow mathrel -wrisym = \rel (oz), LEFT RIGHT ARROW, z
notation relation02195 \updownarrow mathrel up and down arrow02196
\nwarrow mathrel amssymb nw pointing arrow
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No. Text Math Macro Category Requirements Comments02197 \nearrow
mathrel ne pointing arrow02198 \searrow mathrel se pointing
arrow02199 \swarrow mathrel sw pointing arrow0219A \nleftarrow
mathrel amssymb not left arrow0219B \nrightarrow mathrel amssymb
not right arrow0219E \twoheadleftarrow mathrel amssymb left
two-headed arrow021A0 \twoheadrightarrow mathrel amssymb = \tsur
(oz), = \surj (oz), right two-headed arrow, z notation total
surjection021A2 \leftarrowtail mathrel amssymb left
arrow-tailed021A3 \rightarrowtail mathrel amssymb = \tinj (oz), =
\inj (oz), right arrow-tailed, z notation total injection021A6
\mapsto mathrel maps to, rightward, z notation maplet021A9
\hookleftarrow mathrel left arrow-hooked021AA \hookrightarrow
mathrel right arrow-hooked021AB \looparrowleft mathrel amssymb left
arrow-looped021AC \looparrowright mathrel amssymb right
arrow-looped021AD \leftrightsquigarrow mathrel amssymb left and
right arr-wavy021AE \nleftrightarrow mathrel amssymb not left and
right arrow021B0 \Lsh mathrel amssymb a: UPWARDS ARROW WITH TIP
LEFTWARDS021B1 \Rsh mathrel amssymb a: UPWARDS ARROW WITH TIP
RIGHTWARDS021B6 \curvearrowleft mathrel amssymb fourier left curved
arrow021B7 \curvearrowright mathrel amssymb fourier right curved
arrow021BA \circlearrowleft mathord amssymb = \leftturn (wasysym),
ANTICLOCKWISE OPEN CIRCLE ARROW021BB \circlearrowright mathord
amssymb = \rightturn (wasysym), CLOCKWISE OPEN CIRCLE ARROW021BC
\leftharpoonup mathrel left harpoon-up021BD \leftharpoondown
mathrel left harpoon-down021BE \upharpoonright mathrel amssymb =
\restriction (amssymb), = \upharpoonrightup (wrisym), a: up
harpoon-right021BF \upharpoonleft mathrel amssymb =
\upharpoonleftup (wrisym), up harpoon-left021C0 \rightharpoonup
mathrel right harpoon-up021C1 \rightharpoondown mathrel right
harpoon-down021C2 \downharpoonright mathrel amssymb =
\upharpoonrightdown (wrisym), down harpoon-right021C3
\downharpoonleft mathrel amssymb = \upharpoonleftdown (wrisym),
down harpoon-left021C4 \rightleftarrows mathrel amssymb =
\rightleftarrow (wrisym), right arrow over left arrow021C6
\leftrightarrows mathrel amssymb = \leftrightarrow (wrisym), left
arrow over right arrow021C7 \leftleftarrows mathrel amssymb fourier
two left arrows021C8 \upuparrows mathrel amssymb two up arrows021C9
\rightrightarrows mathrel amssymb fourier two right arrows021CA
\downdownarrows mathrel amssymb two down arrows021CB
\leftrightharpoons mathrel amssymb = \revequilibrium (wrisym), left
harpoon over right021CC \rightleftharpoons mathrel = \equilibrium
(wrisym), right harpoon over left
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No. Text Math Macro Category Requirements Comments021CD
\nLeftarrow mathrel amssymb not implied by021CE \nLeftrightarrow
mathrel amssymb not left and right double arrows021CF \nRightarrow
mathrel amssymb not implies021D0 \Leftarrow mathrel left double
arrow021D1 \Uparrow mathrel up double arrow021D2 \Rightarrow
mathrel -marvosym right double arrow021D3 \Downarrow mathrel down
double arrow021D4 \Leftrightarrow mathrel left and right double
arrow021D5 \Updownarrow mathrel up and down double arrow021DA
\Lleftarrow mathrel amssymb left triple arrow021DB \Rrightarrow
mathrel amssymb right triple arrow021DD \rightsquigarrow mathrel
amssymb RIGHTWARDS SQUIGGLE ARROW021E0 \dashleftarrow mathord
amsfonts LEFTWARDS DASHED ARROW021E2 \dashrightarrow mathord
amsfonts = \dasharrow (amsfonts), RIGHTWARDS DASHED ARROW02200
\forall mathord FOR ALL02201 \complement mathord amssymb fourier
COMPLEMENT sign02202 () \partialup mathord kpfonts # \partial,
PARTIAL DIFFERENTIAL02203 \exists mathord = \exi (oz), at least one
exists02204 \nexists mathord amssymb fourier = \nexi (oz), negated
exists02205 \varnothing mathord amssymb circle, slash02206 ()
mathord # \mathrm{\Delta}, laplacian (Delta; nabla square)02207
\nabla mathord NABLA, del, hamilton operator02208 \in mathrel set
membership, variant02209 \notin mathrel = \nin (wrisym), negated
set membership0220B \ni mathrel = \owns, contains, variant0220E ()
mathord # \blacksquare (amssymb), END OF PROOF0220F \prod mathop
product operator02210 \coprod mathop coproduct operator02211 \sum
mathop summation operator02212 - mathbin MINUS SIGN02213 \mp
mathbin MINUS-OR-PLUS SIGN02214 + \dotplus mathbin amssymb plus
sign, dot above02215 / \slash mathbin DIVISION SLASH02216
\smallsetminus mathbin amssymb fourier small SET MINUS (cf. reverse
solidus)02217 \ast mathbin ASTERISK OPERATOR (Hodge star
operator)02218 \circ mathbin composite function (small circle)02219
\bullet mathbin BULLET OPERATOR0221A x \sqrt mathradical
radical
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No. Text Math Macro Category Requirements Comments0221B 3x
\sqrt[3] mathradical CUBE ROOT0221C 4x \sqrt[4] mathradical FOURTH
ROOT0221D \propto mathrel # \varpropto (amssymb), is PROPORTIONAL
TO0221E \infty mathord INFINITY02220 \angle mathord ANGLE02221
\measuredangle mathord amssymb wrisym MEASURED ANGLE02222
\sphericalangle mathord amssymb wrisym SPHERICAL ANGLE02223 \mid
mathrel r: DIVIDES02224 \nmid mathrel amssymb negated mid, DOES NOT
DIVIDE02225 \parallel mathrel parallel02226 \nparallel mathrel
amssymb fourier not parallel02227 \wedge mathbin amssymb = \land,
b: LOGICAL AND02228 \vee mathbin = \lor, b: LOGICAL OR02229 \cap
mathbin INTERSECTION0222A \cup mathbin UNION or logical sum0222B
\int mathop INTEGRAL operator0222E \oint mathop CONTOUR INTEGRAL
operator02234 \therefore mathord amssymb wrisym = \wasytherefore
(wasysym), THEREFORE02235 \because mathord amssymb wrisym
BECAUSE02236 : mathrel x \colon, RATIO02237 () \Proportion mathrel
wrisym # ::, two colons02239 ( ) \eqcolon mathrel txfonts -mathabx
# -: ,EXCESS0223C \sim mathrel similar to, TILDE OPERATOR0223D
\backsim mathrel amssymb reverse similar02240 \wr mathbin amssymb
WREATH PRODUCT02241 \nsim mathrel amssymb wrisym not similar02242
\eqsim mathrel amssymb equals, similar02243 \simeq mathrel similar,
equals02245 \cong mathrel congruent with02247 \ncong mathrel
amssymb wrisym not congruent with02248 \approx mathrel
approximate0224A \approxeq mathrel amssymb approximate, equals0224D
\asymp mathrel asymptotically equal to0224E \Bumpeq mathrel amssymb
wrisym bumpy equals0224F \bumpeq mathrel amssymb wrisym bumpy
equals, equals02250 \doteq mathrel = \dotequal (wrisym), equals,
single dot above02251 \Doteq mathrel amssymb = \doteqdot (amssymb),
/doteq r: equals, even dots02252 \fallingdotseq mathrel amssymb
equals, falling dots
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No. Text Math Macro Category Requirements Comments02253
\risingdotseq mathrel amssymb equals, rising dots02254 (=) \coloneq
mathrel mathabx -txfonts = \coloneqq (txfonts), = \SetDelayed
(wrisym), # := colon, equals02255 (=) \eqcolon mathrel mathabx
-txfonts = \eqqcolon (txfonts), # =:, equals, colon02256 \eqcirc
mathrel amssymb circle on equals sign02257 \circeq mathrel amssymb
circle, equals0225C \triangleq mathrel amssymb = \varsdef (oz),
triangle, equals02260 \neq mathrel = \ne, r: not equal02261 \equiv
mathrel identical with02264 \leq mathrel = \le, r:
less-than-or-equal02265 \geq mathrel = \ge, r:
greater-than-or-equal02266 \leqq mathrel amssymb less, double
equals02267 \geqq mathrel amssymb greater, double equals02268
\lneqq mathrel amssymb less, not double equals02269 \gneqq mathrel
amssymb greater, not double equals0226A \ll mathrel much less than,
type 20226B \gg mathrel much greater than, type 20226C \between
mathrel amssymb BETWEEN0226E \nless mathrel amssymb NOT
LESS-THAN0226F \ngtr mathrel amssymb NOT GREATER-THAN02270 \nleq
mathrel amssymb wrisym = \nleqslant (fourier), not
less-than-or-equal02271 \ngeq mathrel amssymb wrisym = \ngeqslant
(fourier), not greater-than-or-equal02272 \lesssim mathrel amssymb
= \apprle (wasysym), = \LessTilde (wrisym), less, similar02273
\gtrsim mathrel amssymb = \apprge (wasysym), = \GreaterTilde
(wrisym), greater, similar02276 \lessgtr mathrel amssymb less,
greater02277 \gtrless mathrel amssymb = \GreaterLess (wrisym),
greater, less0227A \prec mathrel PRECEDES0227B \succ mathrel
SUCCEEDS0227C \preccurlyeq mathrel amssymb = \PrecedesSlantEqual
(wrisym), precedes, curly equals0227D \succcurlyeq mathrel amssymb
= \SucceedsSlantEqual (wrisym), succeeds, curly equals0227E
\precsim mathrel amssymb = \PrecedesTilde (wrisym), precedes,
similar0227F \succsim mathrel amssymb = \SucceedsTilde (wrisym),
succeeds, similar02280 \nprec mathrel amssymb wrisym not
precedes02281 \nsucc mathrel amssymb wrisym not succeeds02282
\subset mathrel subset or is implied by02283 \supset mathrel
superset or implies02286 \subseteq mathrel subset, equals02287
\supseteq mathrel superset, equals02288 \nsubseteq mathrel amssymb
wrisym not subset, equals
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No. Text Math Macro Category Requirements Comments02289
\nsupseteq mathrel amssymb wrisym not superset, equals0228A
\subsetneq mathrel amssymb = \varsubsetneq (fourier), subset, not
equals0228B \supsetneq mathrel amssymb superset, not equals0228E
\uplus mathbin = \buni (oz), plus sign in union0228F \sqsubset
mathrel amsfonts square subset02290 \sqsupset mathrel amsfonts
square superset02291 \sqsubseteq mathrel square subset, equals02292
\sqsupseteq mathrel square superset, equals02293 \sqcap mathbin
square intersection02294 \sqcup mathbin square union02295 \oplus
mathbin plus sign in circle02296 \ominus mathbin minus sign in
circle02297 \otimes mathbin multiply sign in circle02298 \oslash
mathbin solidus in circle02299 \odot mathbin middle dot in
circle0229A \circledcirc mathbin amssymb small circle in
circle0229B \circledast mathbin amssymb asterisk in circle0229D
\circleddash mathbin amssymb hyphen in circle0229E \boxplus mathbin
amssymb plus sign in box0229F \boxminus mathbin amssymb minus sign
in box022A0 \boxtimes mathbin amssymb multiply sign in box022A1
\boxdot mathbin amssymb stmaryrd /dotsquare /boxdot b: small dot in
box022A2 \vdash mathrel RIGHT TACK, proves, implies, yields,
(vertical, dash)022A3 \dashv mathrel amssymb LEFT TACK,
non-theorem, does not yield, (dash, vertical)022A4 \top mathord
DOWN TACK, top022A5 \bot mathord UP TACK, bottom022A6 () mathrel #
\vdash, ASSERTION (vertical, short dash)022A7 \models mathrel
MODELS (vertical, short double dash)022A8 \vDash mathrel amssymb
fourier TRUE (vertical, double dash)022A9 \Vdash mathrel amssymb
double vertical, dash022AA \Vvdash mathrel amssymb triple vertical,
dash022AC \nvdash mathrel amssymb not vertical, dash022AD \nvDash
mathrel amssymb fourier not vertical, double dash022AE \nVdash
mathrel amssymb not double vertical, dash022AF \nVDash mathrel
amssymb not double vert, double dash022B2 \vartriangleleft mathrel
amssymb left triangle, open, variant022B3 \vartriangleright mathrel
amssymb right triangle, open, variant022B4 \trianglelefteq mathrel
amssymb = \unlhd (wrisym), left triangle, equals
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No. Text Math Macro Category Requirements Comments022B5
\trianglerighteq mathrel amssymb = \unrhd (wrisym), right triangle,
equals022B8 \multimap mathrel amssymb /MULTIMAP a:022BA \intercal
mathbin amssymb fourier intercal022BB \veebar mathbin amssymb
logical or, bar below (large vee); exclusive disjunction022BC
\barwedge mathbin amssymb logical NAND (bar over wedge)022C0
\bigwedge mathop logical or operator022C1 \bigvee mathop logical
and operator022C2 \bigcap mathop = \dint (oz), \dinter (oz),
intersection operator022C3 \bigcup mathop = \duni (oz), \dunion
(oz), union operator022C4 \diamond mathbin DIAMOND OPERATOR (white
diamond)022C5 \cdot mathbin DOT OPERATOR (small middle dot)022C6
\star mathbin small star, filled, low022C7 \divideontimes mathbin
amssymb division on times022C8 \bowtie mathrel = \lrtimes
(txfonts), BOWTIE022C9 \ltimes mathbin amssymb times sign, left
closed022CA \rtimes mathbin amssymb times sign, right closed022CB
\leftthreetimes mathbin amssymb LEFT SEMIDIRECT PRODUCT022CC
\rightthreetimes mathbin amssymb RIGHT SEMIDIRECT PRODUCT022CD
\backsimeq mathrel amssymb reverse similar, equals022CE \curlyvee
mathbin amssymb CURLY LOGICAL OR022CF \curlywedge mathbin amssymb
CURLY LOGICAL AND022D0 \Subset mathrel amssymb DOUBLE SUBSET022D1
\Supset mathrel amssymb DOUBLE SUPERSET022D2 \Cap mathbin amssymb
/cap /doublecap b: DOUBLE INTERSECTION022D3 \Cup mathbin amssymb
/cup /doublecup b: DOUBLE UNION022D4 \pitchfork mathrel amssymb
PITCHFORK022D6 \lessdot mathrel amssymb less than, with dot022D7
\gtrdot mathrel amssymb greater than, with dot022D8 \lll mathrel
amssymb -
mathabxtriple less-than
022D9 \ggg mathrel amssymb -mathabx
triple greater-than
022DA \lesseqgtr mathrel amssymb less, equals, greater022DB
\gtreqless mathrel amssymb greater, equals, less022DE \curlyeqprec
mathrel amssymb curly equals, precedes022DF \curlyeqsucc mathrel
amssymb curly equals, succeeds022E0 \npreceq mathrel amssymb wrisym
DOES NOT PRECEDE OR EQUAL022E1 \nsucceq mathrel amssymb wrisym not
succeeds, curly equals
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No. Text Math Macro Category Requirements Comments022E6 \lnsim
mathrel amssymb less, not similar022E7 \gnsim mathrel amssymb
greater, not similar022E8 \precnsim mathrel amssymb precedes, not
similar022E9 \succnsim mathrel amssymb succeeds, not similar022EA
\ntriangleleft mathrel amssymb = \NotLeftTriangle (wrisym), not
left triangle022EB \ntriangleright mathrel amssymb =
\NotRightTriangle (wrisym), not right triangle022EC
\ntrianglelefteq mathrel amssymb = \nunlhd (wrisym), not left
triangle, equals022ED \ntrianglerighteq mathrel amssymb = \nunrhd
(wrisym), not right triangle, equals022EE \vdots mathrel VERTICAL
ELLIPSIS022EF \cdots mathord three dots, centered022F1 \ddots
mathrel three dots, descending022FF (E) mathrel # \mathsf{E}, Z
NOTATION BAG MEMBERSHIP02300 () \diameter mathord mathabx #
\varnothing (amssymb), DIAMETER SIGN02305 () mathbin # \barwedge
(amssymb), PROJECTIVE (bar over small wedge) not nand02306 ()
mathbin # \doublebarwedge (amssymb), PERSPECTIVE (double bar over
small wedge)02308 \lceil mathopen LEFT CEILING02309 \rceil
mathclose RIGHT CEILING0230A \lfloor mathopen LEFT FLOOR0230B
\rfloor mathclose RIGHT FLOOR0231C \ulcorner mathopen amsfonts
upper left corner0231D \urcorner mathclose amsfonts upper right
corner0231E \llcorner mathopen amsfonts lower left corner0231F
\lrcorner mathclose amsfonts lower right corner02322 \frown mathrel
# \smallFROWN, down curve02323 \smile mathrel # \smallSMILE, up
curve023DE x \overbrace mathover TOP CURLY BRACKET (mathematical
use)023DF x
\underbrace mathunder BOTTOM CURLY BRACKET (mathematical
use)
025B3 \bigtriangleup mathbin -stmaryrd = \triangle (amsfonts), #
\vartriangle (amssymb), big up triangle, open025B5 ()
\smalltriangleup mathbin mathabx # \vartriangle (amssymb), small up
triangle, open025B7 \rhd mathbin amssymb wasysym = \rres (oz), =
\RightTriangle (wrisym), (large) right triangle, open; z notation
range re-
striction025B9 () \smalltriangleright mathbin mathabx #
\triangleright, x \triangleright (mathabx), right triangle,
open025BD \bigtriangledown mathbin -stmaryrd big down triangle,
open025BF () \smalltriangledown mathbin mathabx # \triangledown
(amssymb), WHITE DOWN-POINTING SMALL TRIANGLE025C1 \lhd mathbin
amssymb wasysym = \dres (oz), = \LeftTriangle (wrisym), (large)
left triangle, open; z notation domain re-
striction025C3 () \smalltriangleleft mathbin mathabx #
\triangleleft, x \triangleleft (mathabx), left triangle, open025C7
\Diamond mathord amssymb WHITE DIAMOND; diamond, open
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No. Text Math Macro Category Requirements Comments025CA \lozenge
mathord amssymb LOZENGE or total mark025CE () mathord #
\circledcirc (amssymb), BULLSEYE025FB \square mathord amssymb
-fourier WHITE MEDIUM SQUARE025FC \blacksquare mathord amssymb
-fourier BLACK MEDIUM SQUARE02605 \bigstar mathord amssymb star,
filled02660 \spadesuit mathord spades suit symbol02661 \heartsuit
mathord heart suit symbol02662 \diamondsuit mathord diamond suit
symbol02663 \clubsuit mathord club suit symbol0266D \flat mathord
musical flat0266E \natural mathord music natural0266F \sharp
mathord # \# (oz), musical sharp, z notation infix bag count02713
\checkmark mathord amsfonts = \ballotcheck (arevmath), tick, CHECK
MARK02720 \maltese mathord amsfonts MALTESE CROSS027C2 \perp
mathrel PERPENDICULAR027E8 \langle mathopen MATHEMATICAL LEFT ANGLE
BRACKET027E9 \rangle mathclose MATHEMATICAL RIGHT ANGLE
BRACKET027EE \lgroup mathopen MATHEMATICAL LEFT FLATTENED
PARENTHESIS027EF \rgroup mathclose MATHEMATICAL RIGHT FLATTENED
PARENTHESIS027F5 \longleftarrow mathrel LONG LEFTWARDS ARROW027F6
\longrightarrow mathrel LONG RIGHTWARDS ARROW027F7
\longleftrightarrow mathrel LONG LEFT RIGHT ARROW027F8
\Longleftarrow mathrel = \impliedby (amsmath), LONG LEFTWARDS
DOUBLE ARROW027F9 \Longrightarrow mathrel = \implies (amsmath),
LONG RIGHTWARDS DOUBLE ARROW027FA \Longleftrightarrow mathrel =
\iff (oz), LONG LEFT RIGHT DOUBLE ARROW027FC z \longmapsto mathrel
LONG RIGHTWARDS ARROW FROM BAR029EB \blacklozenge mathbin amssymb
BLACK LOZENGE029F5 \setminus mathbin REVERSE SOLIDUS OPERATOR02A00
\bigodot mathop N-ARY CIRCLED DOT OPERATOR02A01 \bigoplus mathop
N-ARY CIRCLED PLUS OPERATOR02A02 \bigotimes mathop N-ARY CIRCLED
TIMES OPERATOR02A04 \biguplus mathop N-ARY UNION OPERATOR WITH
PLUS02A06 \bigsqcup mathop N-ARY SQUARE UNION OPERATOR02A1D \Join
mathop amssymb JOIN02A2F () mathbin # \times, VECTOR OR CROSS
PRODUCT02A3F \amalg mathbin AMALGAMATION OR COPRODUCT02A5E
\doublebarwedge mathbin amssymb LOGICAL AND WITH DOUBLE
OVERBAR02A74 (=) \Coloneqq mathrel txfonts # ::=, x \Coloneq
(txfonts), DOUBLE COLON EQUAL
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No. Text Math Macro Category Requirements Comments02A75 (==)
\Equal mathrel wrisym # ==, TWO CONSECUTIVE EQUALS SIGNS02A76 (===)
\Same mathrel wrisym # ===, THREE CONSECUTIVE EQUALS SIGNS02A7D
\leqslant mathrel amssymb fourier LESS-THAN OR SLANTED EQUAL
TO02A7E \geqslant mathrel amssymb fourier GREATER-THAN OR SLANTED
EQUAL TO02A85 \lessapprox mathrel amssymb LESS-THAN OR
APPROXIMATE02A86 \gtrapprox mathrel amssymb GREATER-THAN OR
APPROXIMATE02A89 \lnapprox mathrel amssymb LESS-THAN AND NOT
APPROXIMATE02A8A \gnapprox mathrel amssymb GREATER-THAN AND NOT
APPROXIMATE02A8B \lesseqqgtr mathrel amssymb LESS-THAN ABOVE
DOUBLE-LINE EQUAL ABOVE GREATER-THAN02A8C \gtreqqless mathrel
amssymb GREATER-THAN ABOVE DOUBLE-LINE EQUAL ABOVE LESS-THAN02A95
\eqslantless mathrel amssymb SLANTED EQUAL TO OR LESS-THAN02A96
\eqslantgtr mathrel amssymb SLANTED EQUAL TO OR GREATER-THAN02AAF
\preceq mathrel PRECEDES ABOVE SINGLE-LINE EQUALS SIGN02AB0 \succeq
mathrel SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGN02AB7 \precapprox
mathrel amssymb PRECEDES ABOVE ALMOST EQUAL TO02AB8 \succapprox
mathrel amssymb SUCCEEDS ABOVE ALMOST EQUAL TO02AB9 \precnapprox
mathrel amssymb PRECEDES ABOVE NOT ALMOST EQUAL TO02ABA
\succnapprox mathrel amssymb SUCCEEDS ABOVE NOT ALMOST EQUAL
TO02AC5 \subseteqq mathrel amssymb SUBSET OF ABOVE EQUALS SIGN02AC6
\supseteqq mathrel amssymb SUPERSET OF ABOVE EQUALS SIGN02ACB
\subsetneqq mathrel amssymb SUBSET OF ABOVE NOT EQUAL TO02ACC
\supsetneqq mathrel amssymb SUPERSET OF ABOVE NOT EQUAL TO02B1D ( )
mathord # \centerdot (amssymb), t \Squaredot (marvosym), BLACK VERY
SMALL SQUARE02B27 () mathord # \blacklozenge (amssymb), BLACK
MEDIUM LOZENGE02B28 () mathord # \lozenge (amssymb), WHITE MEDIUM
LOZENGE03008 () mathopen # \langle, LEFT ANGLE BRACKET (deprecated
for math use)03009 () mathclose # \rangle, RIGHT ANGLE BRACKET
(deprecated for math use)1D400 A \mathbf{A} mathalpha MATHEMATICAL
BOLD CAPITAL A1D401 B \mathbf{B} mathalpha MATHEMATICAL BOLD
CAPITAL B1D402 C \mathbf{C} mathalpha MATHEMATICAL BOLD CAPITAL
C1D403 D \mathbf{D} mathalpha MATHEMATICAL BOLD CAPITAL D1D404 E
\mathbf{E} mathalpha MATHEMATICAL BOLD CAPITAL E1D405 F \mathbf{F}
mathalpha MATHEMATICAL BOLD CAPITAL F1D406 G \mathbf{G} mathalpha
MATHEMATICAL BOLD CAPITAL G1D407 H \mathbf{H} mathalpha
MATHEMATICAL BOLD CAPITAL H1D408 I \mathbf{I} mathalpha
MATHEMATICAL BOLD CAPITAL I1D409 J \mathbf{J} mathalpha
MATHEMATICAL BOLD CAPITAL J1D40A K \mathbf{K} mathalpha
MATHEMATICAL BOLD CAPITAL K
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No. Text Math Macro Category Requirements Comments1D40B L
\mathbf{L} mathalpha MATHEMATICAL BOLD CAPITAL L1D40C M \mathbf{M}
mathalpha MATHEMATICAL BOLD CAPITAL M1D40D N \mathbf{N} mathalpha
MATHEMATICAL BOLD CAPITAL N1D40E O \mathbf{O} mathalpha
MATHEMATICAL BOLD CAPITAL O1D40F P \mathbf{P} mathalpha
MATHEMATICAL BOLD CAPITAL P1D410 Q \mathbf{Q} mathalpha
MATHEMATICAL BOLD CAPITAL Q1D411 R \mathbf{R} mathalpha
MATHEMATICAL BOLD CAPITAL R1D412 S \mathbf{S} mathalpha
MATHEMATICAL BOLD CAPITAL S1D413 T \mathbf{T} mathalpha
MATHEMATICAL BOLD CAPITAL T1D414 U \mathbf{U} mathalpha
MATHEMATICAL BOLD CAPITAL U1D415 V \mathbf{V} mathalpha
MATHEMATICAL BOLD CAPITAL V1D416 W \mathbf{W} mathalpha
MATHEMATICAL BOLD CAPITAL W1D417 X \mathbf{X} mathalpha
MATHEMATICAL BOLD CAPITAL X1D418 Y \mathbf{Y} mathalpha
MATHEMATICAL BOLD CAPITAL Y1D419 Z \mathbf{Z} mathalpha
MATHEMATICAL BOLD CAPITAL Z1D41A a \mathbf{a} mathalpha
MATHEMATICAL BOLD SMALL A1D41B b \mathbf{b} mathalpha MATHEMATICAL
BOLD SMALL B1D41C c \mathbf{c} mathalpha MATHEMATICAL BOLD SMALL
C1D41D d \mathbf{d} mathalpha MATHEMATICAL BOLD SMALL D1D41E e
\mathbf{e} mathalpha MATHEMATICAL BOLD SMALL E1D41F f \mathbf{f}
mathalpha MATHEMATICAL BOLD SMALL F1D420 g \mathbf{g} mathalpha
MATHEMATICAL BOLD SMALL G1D421 h \mathbf{h} mathalpha MATHEMATICAL
BOLD SMALL H1D422 i \mathbf{i} mathalpha MATHEMATICAL BOLD SMALL
I1D423 j \mathbf{j} mathalpha MATHEMATICAL BOLD SMALL J1D424 k
\mathbf{k} mathalpha MATHEMATICAL BOLD SMALL K1D425 l \mathbf{l}
mathalpha MATHEMATICAL BOLD SMALL L1D426 m \mathbf{m} mathalpha
MATHEMATICAL BOLD SMALL M1D427 n \mathbf{n} mathalpha MATHEMATICAL
BOLD SMALL N1D428 o \mathbf{o} mathalpha MATHEMATICAL BOLD SMALL
O1D429 p \mathbf{p} mathalpha MATHEMATICAL BOLD SMALL P1D42A q
\mathbf{q} mathalpha MATHEMATICAL BOLD SMALL Q1D42B r \mathbf{r}
mathalpha MATHEMATICAL BOLD SMALL R1D42C s \mathbf{s} mathalpha
MATHEMATICAL BOLD SMALL S1D42D t \mathbf{t} mathalpha MATHEMATICAL
BOLD SMALL T1D42E u \mathbf{u} mathalpha MATHEMATICAL BOLD SMALL
U1D42F v \mathbf{v} mathalpha MATHEMATICAL BOLD SMALL V1D430 w
\mathbf{w} mathalpha MATHEMATICAL BOLD SMALL W
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No. Text Math Macro Category Requirements Comments1D431 x
\mathbf{x} mathalpha MATHEMATICAL BOLD SMALL X1D432 y \mathbf{y}
mathalpha MATHEMATICAL BOLD SMALL Y1D433 z \mathbf{z} mathalpha
MATHEMATICAL BOLD SMALL Z1D434 A A mathalpha -frenchstyle =
\mathit{A}, MATHEMATICAL ITALIC CAPITAL A1D435 B B mathalpha
-frenchstyle = \mathit{B}, MATHEMATICAL ITALIC CAPITAL B1D436 C C
mathalpha -frenchstyle = \mathit{C}, MATHEMATICAL ITALIC CAPITAL
C1D437 D D mathalpha -frenchstyle = \mathit{D}, MATHEMATICAL ITALIC
CAPITAL D1D438 E E mathalpha -frenchstyle = \mathit{E},
MATHEMATICAL ITALIC CAPITAL E1D439 F F mathalpha -frenchstyle =
\mathit{F}, MATHEMATICAL ITALIC CAPITAL F1D43A G G mathalpha
-frenchstyle = \mathit{G}, MATHEMATICAL ITALIC CAPITAL G1D43B H H
mathalpha -frenchstyle = \mathit{H}, MATHEMATICAL ITALIC CAPITAL
H1D43C I I mathalpha -frenchstyle = \mathit{I}, MATHEMATICAL ITALIC
CAPITAL I1D43D J J mathalpha -frenchstyle = \mathit{J},
MATHEMATICAL ITALIC CAPITAL J1D43E K K mathalpha -frenchstyle =
\mathit{K}, MATHEMATICAL ITALIC CAPITAL K1D43F L L mathalpha
-frenchstyle = \mathit{L}, MATHEMATICAL ITALIC CAPITAL L1D440 M M
mathalpha -frenchstyle = \mathit{M}, MATHEMATICAL ITALIC CAPITAL
M1D441 N N mathalpha -frenchstyle = \mathit{N}, MATHEMATICAL ITALIC
CAPITAL N1D442 O O mathalpha -frenchstyle = \mathit{O},
MATHEMATICAL ITALIC CAPITAL O1D443 P P mathalpha -frenchstyle =
\mathit{P}, MATHEMATICAL ITALIC CAPITAL P1D444 Q Q mathalpha
-frenchstyle = \mathit{Q}, MATHEMATICAL ITALIC CAPITAL Q1D445 R R
mathalpha -frenchstyle = \mathit{R}, MATHEMATICAL ITALIC CAPITAL
R1D446 S S mathalpha -frenchstyle = \mathit{S}, MATHEMATICAL ITALIC
CAPITAL S1D447 T T mathalpha -frenchstyle = \mathit{T},
MATHEMATICAL ITALIC CAPITAL T1D448 U U mathalpha -frenchstyle =
\mathit{U}, MATHEMATICAL ITALIC CAPITAL U1D449 V V mathalpha
-frenchstyle = \mathit{V}, MATHEMATICAL ITALIC CAPITAL V1D44A W W
mathalpha -frenchstyle = \mathit{W}, MATHEMATICAL ITALIC CAPITAL
W1D44B X X mathalpha -frenchstyle = \mathit{X}, MATHEMATICAL ITALIC
CAPITAL X1D44C Y Y mathalpha -frenchstyle = \mathit{Y},
MATHEMATICAL ITALIC CAPITAL Y1D44D Z Z mathalpha -frenchstyle =
\mathit{Z}, MATHEMATICAL ITALIC CAPITAL Z1D44E a a mathalpha
-uprightstyle = \mathit{a}, MATHEMATICAL ITALIC SMALL A1D44F b b
mathalpha -uprightstyle = \mathit{b}, MATHEMATICAL ITALIC SMALL
B1D450 c c mathalpha -uprightstyle = \mathit{c}, MATHEMATICAL
ITALIC SMALL C1D451 d d mathalpha -uprightstyle = \mathit{d},
MATHEMATICAL ITALIC SMALL D1D452 e e mathalpha -uprightstyle =
\mathit{e}, MATHEMATICAL ITALIC SMALL E1D453 f f mathalpha
-uprightstyle = \mathit{f}, MATHEMATICAL ITALIC SMALL F1D454 g g
mathalpha -uprightstyle = \mathit{g}, MATHEMATICAL ITALIC SMALL
G1D456 i i mathalpha -uprightstyle = \mathit{i}, MATHEMATICAL
ITALIC SMALL I1D457 j j mathalpha -uprightstyle = \mathit{j},
MATHEMATICAL ITALIC SMALL J
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No. Text Math Macro Category Requirements Comments1D458 k k
mathalpha -uprightstyle = \mathit{k}, MATHEMATICAL ITALIC SMALL
K1D459 l l mathalpha -uprightstyle = \mathit{l}, MATHEMATICAL
ITALIC SMALL L1D45A m m mathalpha -uprightstyle = \mathit{m},
MATHEMATICAL ITALIC SMALL M1D45B n n mathalpha -uprightstyle =
\mathit{n}, MATHEMATICAL ITALIC SMALL N1D45C o o mathalpha
-uprightstyle = \mathit{o}, MATHEMATICAL ITALIC SMALL O1D45D p p
mathalpha -uprightstyle = \mathit{p}, MATHEMATICAL ITALIC SMALL
P1D45E q q mathalpha -uprightstyle = \mathit{q}, MATHEMATICAL
ITALIC SMALL Q1D45F r r mathalpha -uprightstyle = \mathit{r},
MATHEMATICAL ITALIC SMALL R1D460 s s mathalpha -uprightstyle =
\mathit{s}, MATHEMATICAL ITALIC SMALL S1D461 t t mathalpha
-uprightstyle = \mathit{t}, MATHEMATICAL ITALIC SMALL T1D462 u u
mathalpha -uprightstyle = \mathit{u}, MATHEMATICAL ITALIC SMALL
U1D463 v v mathalpha -uprightstyle = \mathit{v}, MATHEMATICAL
ITALIC SMALL V1D464 w w mathalpha -uprightstyle = \mathit{w},
MATHEMATICAL ITALIC SMALL W1D465 x x mathalpha -uprightstyle =
\mathit{x}, MATHEMATICAL ITALIC SMALL X1D466 y y mathalpha
-uprightstyle = \mathit{y}, MATHEMATICAL ITALIC SMALL Y1D467 z z
mathalpha -uprightstyle = \mathit{z}, MATHEMATICAL ITALIC SMALL
Z1D49C A \mathcal{A} mathalpha MATHEMATICAL SCRIPT CAPITAL A1D49E C
\mathcal{C} mathalpha MATHEMATICAL SCRIPT CAPITAL C1D49F D
\mathcal{D} mathalpha MATHEMATICAL SCRIPT CAPITAL D1D4A2 G
\mathcal{G} mathalpha MATHEMATICAL SCRIPT CAPITAL G1D4A5 J
\mathcal{J} mathalpha MATHEMATICAL SCRIPT CAPITAL J1D4A6 K
\mathcal{K} mathalpha MATHEMATICAL SCRIPT CAPITAL K1D4A9 N
\mathcal{N} mathalpha MATHEMATICAL SCRIPT CAPITAL N1D4AA O
\mathcal{O} mathalpha MATHEMATICAL SCRIPT CAPITAL O1D4AB P
\mathcal{P} mathalpha MATHEMATICAL SCRIPT CAPITAL P1D4AC Q
\mathcal{Q} mathalpha MATHEMATICAL SCRIPT CAPITAL Q1D4AE S
\mathcal{S} mathalpha MATHEMATICAL SCRIPT CAPITAL S1D4AF T
\mathcal{T} mathalpha MATHEMATICAL SCRIPT CAPITAL T1D4B0 U
\mathcal{U} mathalpha MATHEMATICAL SCRIPT CAPITAL U1D4B1 V
\mathcal{V} mathalpha MATHEMATICAL SCRIPT CAPITAL V1D4B2 W
\mathcal{W} mathalpha MATHEMATICAL SCRIPT CAPITAL W1D4B3 X
\mathcal{X} mathalpha MATHEMATICAL SCRIPT CAPITAL X1D4B4 Y
\mathcal{Y} mathalpha MATHEMATICAL SCRIPT CAPITAL Y1D4B5 Z
\mathcal{Z} mathalpha MATHEMATICAL SCRIPT CAPITAL Z1D504 A
\mathfrak{A} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL A1D505 B
\mathfrak{B} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL B1D507 D
\mathfrak{D} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL D1D508 E
\mathfrak{E} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL E
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No. Text Math Macro Category Requirements Comments1D509 F
\mathfrak{F} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL F1D50A G
\mathfrak{G} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL G1D50D J
\mathfrak{J} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL J1D50E K
\mathfrak{K} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL K1D50F L
\mathfrak{L} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL L1D510 M
\mathfrak{M} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL M1D511 N
\mathfrak{N} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL N1D512 O
\mathfrak{O} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL O1D513 P
\mathfrak{P} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL P1D514 Q
\mathfrak{Q} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL Q1D516 S
\mathfrak{S} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL S1D517 T
\mathfrak{T} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL T1D518 U
\mathfrak{U} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL U1D519 V
\mathfrak{V} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL V1D51A W
\mathfrak{W} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL W1D51B X
\mathfrak{X} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL X1D51C Y
\mathfrak{Y} mathalpha eufrak MATHEMATICAL FRAKTUR CAPITAL Y1D51E a
\mathfrak{a} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL A1D51F b
\mathfrak{b} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL B1D520 c
\mathfrak{c} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL C1D521 d
\mathfrak{d} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL D1D522 e
\mathfrak{e} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL E1D523 f
\mathfrak{f} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL F1D524 g
\mathfrak{g} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL G1D525 h
\mathfrak{h} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL H1D526 i
\mathfrak{i} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL I1D527 j
\mathfrak{j} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL J1D528 k
\mathfrak{k} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL K1D529 l
\mathfrak{l} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL L1D52A m
\mathfrak{m} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL M1D52B n
\mathfrak{n} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL N1D52C o
\mathfrak{o} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL O1D52D p
\mathfrak{p} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL P1D52E q
\mathfrak{q} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL Q1D52F r
\mathfrak{r} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL R1D530 s
\mathfrak{s} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL S1D531 t
\mathfrak{t} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL T1D532 u
\mathfrak{u} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL U
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No. Text Math Macro Category Requirements Comments1D533 v
\mathfrak{v} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL V1D534 w
\mathfrak{w} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL W1D535 x
\mathfrak{x} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL X1D536 y
\mathfrak{y} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL Y1D537 z
\mathfrak{z} mathalpha eufrak MATHEMATICAL FRAKTUR SMALL Z1D5A0 A
\mathsf{A} mathalpha MATHEMATICAL SANS-SERIF CAPITAL A1D5A1 B
\mathsf{B} mathalpha MATHEMATICAL SANS-SERIF CAPITAL B1D5A2 C
\mathsf{C} mathalpha MATHEMATICAL SANS-SERIF CAPITAL C1D5A3 D
\mathsf{D} mathalpha MATHEMATICAL SANS-SERIF CAPITAL D1D5A4 E
\mathsf{E} mathalpha MATHEMATICAL SANS-SERIF CAPITAL E1D5A5 F
\mathsf{F} mathalpha MATHEMATICAL SANS-SERIF CAPITAL F1D5A6 G
\mathsf{G} mathalpha MATHEMATICAL SANS-SERIF CAPITAL G1D5A7 H
\mathsf{H} mathalpha MATHEMATICAL SANS-SERIF CAPITAL H1D5A8 I
\mathsf{I} mathalpha MATHEMATICAL SANS-SERIF CAPITAL I1D5A9 J
\mathsf{J} mathalpha MATHEMATICAL SANS-SERIF CAPITAL J1D5AA K
\mathsf{K} mathalpha MATHEMATICAL SANS-SERIF CAPITAL K1D5AB L
\mathsf{L} mathalpha MATHEMATICAL SANS-SERIF CAPITAL L1D5AC M
\mathsf{M} mathalpha MATHEMATICAL SANS-SERIF CAPITAL M1D5AD N
\mathsf{N} mathalpha MATHEMATICAL SANS-SERIF CAPITAL N1D5AE O
\mathsf{O} mathalpha MATHEMATICAL SANS-SERIF CAPITAL O1D5AF P
\mathsf{P} mathalpha MATHEMATICAL SANS-SERIF CAPITAL P1D5B0 Q
\mathsf{Q} mathalpha MATHEMATICAL SANS-SERIF CAPITAL Q1D5B1 R
\mathsf{R} mathalpha MATHEMATICAL SANS-SERIF CAPITAL R1D5B2 S
\mathsf{S} mathalpha MATHEMATICAL SANS-SERIF CAPITAL S1D5B3 T
\mathsf{T} mathalpha MATHEMATICAL SANS-SERIF CAPITAL T1D5B4 U
\mathsf{U} mathalpha MATHEMATICAL SANS-SERIF CAPITAL U1D5B5 V
\mathsf{V} mathalpha MATHEMATICAL SANS-SERIF CAPITAL V1D5B6 W
\mathsf{W} mathalpha MATHEMATICAL SANS-SERIF CAPITAL W1D5B7 X
\mathsf{X} mathalpha MATHEMATICAL SANS-SERIF CAPITAL X1D5B8 Y
\mathsf{Y} mathalpha MATHEMATICAL SANS-SERIF CAPITAL Y1D5B9 Z
\mathsf{Z} mathalpha MATHEMATICAL SANS-SERIF CAPITAL Z1D5BA a
\mathsf{a} mathalpha MATHEMATICAL SANS-SERIF SMALL A1D5BB b
\mathsf{b} mathalpha MATHEMATICAL SANS-SERIF SMALL B1D5BC c
\mathsf{c} mathalpha MATHEMATICAL SANS-SERIF SMALL C1D5BD d
\mathsf{d} mathalpha MATHEMATICAL SANS-SERIF SMALL D1D5BE e
\mathsf{e} mathalpha MATHEMATICAL SANS-SERIF SMALL E1D5BF f
\mathsf{f} mathalpha MATHEMATICAL SANS-SERIF SMALL F1D5C0 g
\mathsf{g} mathalpha MATHEMATICAL SANS-SERIF SMALL G
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No. Text Math Macro Category Requirements Comments1D5C1 h
\mathsf{h} mathalpha MATHEMATICAL SANS-SERIF SMALL H1D5C2 i
\mathsf{i} mathalpha MATHEMATICAL SANS-SERIF SMALL I1D5C3 j
\mathsf{j} mathalpha MATHEMATICAL SANS-SERIF SMALL J1D5C4 k
\mathsf{k} mathalpha MATHEMATICAL SANS-SERIF SMALL K1D5C5 l
\mathsf{l} mathalpha MATHEMATICAL SANS-SERIF SMALL L1D5C6 m
\mathsf{m} mathalpha MATHEMATICAL SANS-SERIF SMALL M1D5C7 n
\mathsf{n} mathalpha MATHEMATICAL SANS-SERIF SMALL N1D5C8 o
\mathsf{o} mathalpha MATHEMATICAL SANS-SERIF SMALL O1D5C9 p
\mathsf{p} mathalpha MATHEMATICAL SANS-SERIF SMALL P1D5CA q
\mathsf{q} mathalpha MATHEMATICAL SANS-SERIF SMALL Q1D5CB r
\mathsf{r} mathalpha MATHEMATICAL SANS-SERIF SMALL R1D5CC s
\mathsf{s} mathalpha MATHEMATICAL SANS-SERIF SMALL S1D5CD t
\mathsf{t} mathalpha MATHEMATICAL SANS-SERIF SMALL T1D5CE u
\mathsf{u} mathalpha MATHEMATICAL SANS-SERIF SMALL U1D5CF v
\mathsf{v} mathalpha MATHEMATICAL SANS-SERIF SMALL V1D5D0 w
\mathsf{w} mathalpha MATHEMATICAL SANS-SERIF SMALL W1D5D1 x
\mathsf{x} mathalpha MATHEMATICAL SANS-SERIF SMALL X1D5D2 y
\mathsf{y} mathalpha MATHEMATICAL SANS-SERIF SMALL Y1D5D3 z
\mathsf{z} mathalpha MATHEMATICAL SANS-SERIF SMALL Z1D670 A
\mathtt{A} mathalpha MATHEMATICAL MONOSPACE CAPITAL A1D671 B
\mathtt{B} mathalpha MATHEMATICAL MONOSPACE CAPITAL B1D672 C
\mathtt{C} mathalpha MATHEMATICAL MONOSPACE CAPITAL C1D673 D
\mathtt{D} mathalpha MATHEMATICAL MONOSPACE CAPITAL D1D674 E
\mathtt{E} mathalpha MATHEMATICAL MONOSPACE CAPITAL E1D675 F
\mathtt{F} mathalpha MATHEMATICAL MONOSPACE CAPITAL F1D676 G
\mathtt{G} mathalpha MATHEMATICAL MONOSPACE CAPITAL G1D677 H
\mathtt{H} mathalpha MATHEMATICAL MONOSPACE CAPITAL H1D678 I
\mathtt{I} mathalpha MATHEMATICAL MONOSPACE CAPITAL I1D679 J
\mathtt{J} mathalpha MATHEMATICAL MONOSPACE CAPITAL J1D67A K
\mathtt{K} mathalpha MATHEMATICAL MONOSPACE CAPITAL K1D67B L
\mathtt{L} mathalpha MATHEMATICAL MONOSPACE CAPITAL L1D67C M
\mathtt{M} mathalpha MATHEMATICAL MONOSPACE CAPITAL M1D67D N
\mathtt{N} mathalpha MATHEMATICAL MONOSPACE CAPITAL N1D67E O
\mathtt{O} mathalpha MATHEMATICAL MONOSPACE CAPITAL O1D67F P
\mathtt{P} mathalpha MATHEMATICAL MONOSPACE CAPITAL P1D680 Q
\mathtt{Q} mathalpha MATHEMATICAL MONOSPACE CAPITAL Q1D681 R
\mathtt{R} mathalpha MATHEMATICAL MONOSPACE CAPITAL R1D682 S
\mathtt{S} mathalpha MATHEMATICAL MONOSPACE CAPITAL S
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No. Text Math Macro Category Requirements Comments1D683 T
\mathtt{T} mathalpha MATHEMATICAL MONOSPACE CAPITAL T1D684 U
\mathtt{U} mathalpha MATHEMATICAL MONOSPACE CAPITAL U1D685 V
\mathtt{V} mathalpha MATHEMATICAL MONOSPACE CAPITAL V1D686 W
\mathtt{W} mathalpha MATHEMATICAL MONOSPACE CAPITAL W1D687 X
\mathtt{X} mathalpha MATHEMATICAL MONOSPACE CAPITAL X1D688 Y
\mathtt{Y} mathalpha MATHEMATICAL MONOSPACE CAPITAL Y1D689 Z
\mathtt{Z} mathalpha MATHEMATICAL MONOSPACE CAPITAL Z1D68A a
\mathtt{a} mathalpha MATHEMATICAL MONOSPACE SMALL A1D68B b
\mathtt{b} mathalpha MATHEMATICAL MONOSPACE SMALL B1D68C c
\mathtt{c} mathalpha MATHEMATICAL MONOSPACE SMALL C1D68D d
\mathtt{d} mathalpha MATHEMATICAL MONOSPACE SMALL D1D68E e
\mathtt{e} mathalpha MATHEMATICAL MONOSPACE SMALL E1D68F f
\mathtt{f} mathalpha MATHEMATICAL MONOSPACE SMALL F1D690 g
\mathtt{g} mathalpha MATHEMATICAL MONOSPACE SMALL G1D691 h
\mathtt{h} mathalpha MATHEMATICAL MONOSPACE SMALL H1D692 i
\mathtt{i} mathalpha MATHEMATICAL MONOSPACE SMALL I1D693 j
\mathtt{j} mathalpha MATHEMATICAL MONOSPACE SMALL J1D694 k
\mathtt{k} mathalpha MATHEMATICAL MONOSPACE SMALL K1D695 l
\mathtt{l} mathalpha MATHEMATICAL MONOSPACE SMALL L1D696 m
\mathtt{m} mathalpha MATHEMATICAL MONOSPACE SMALL M1D697 n
\mathtt{n} mathalpha MATHEMATICAL MONOSPACE SMALL N1D698 o
\mathtt{o} mathalpha MATHEMATICAL MONOSPACE SMALL O1D699 p
\mathtt{p} mathalpha MATHEMATICAL MONOSPACE SMALL P1D69A q
\mathtt{q} mathalpha MATHEMATICAL MONOSPACE SMALL Q1D69B r
\mathtt{r} mathalpha MATHEMATICAL MONOSPACE SMALL R1D69C s
\mathtt{s} mathalpha MATHEMATICAL MONOSPACE SMALL S1D69D t
\mathtt{t} mathalpha MATHEMATICAL MONOSPACE SMALL T1D69E u
\mathtt{u} mathalpha MATHEMATICAL MONOSPACE SMALL U1D69F v
\mathtt{v} mathalpha MATHEMATICAL MONOSPACE SMALL V1D6A0 w
\mathtt{w} mathalpha MATHEMATICAL MONOSPACE SMALL W1D6A1 x
\mathtt{x} mathalpha MATHEMATICAL MONOSPACE SMALL X1D6A2 y
\mathtt{y} mathalpha MATHEMATICAL MONOSPACE SMALL Y1D6A3 z
\mathtt{z} mathalpha MATHEMATICAL MONOSPACE SMALL Z1D6A4 \imath
mathalpha MATHEMATICAL ITALIC SMALL DOTLESS I1D6A5 \jmath mathalpha
MATHEMATICAL ITALIC SMALL DOTLESS J1D6AA \mathbf{\Gamma} mathalpha
-fourier MATHEMATICAL BOLD CAPITAL GAMMA1D6AB \mathbf{\Delta}
mathalpha -fourier MATHEMATICAL BOLD CAPITAL DELTA1D6AF
\mathbf{\Theta} mathalpha -fourier MATHEMATICAL BOLD CAPITAL
THETA
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No. Text Math Macro Category Requirements Comments1D6B2
\mathbf{\Lambda} mathalpha -fourier mathematical bold capital
lambda1D6B5 \mathbf{\Xi} mathalpha -fourier MATHEMATICAL BOLD
CAPITAL XI1D6B7 \mathbf{\Pi} mathalpha -fourier MATHEMATICAL BOLD
CAPITAL PI1D6BA \mathbf{\Sigma} mathalpha -fourier MATHEMATICAL
BOLD CAPITAL SIGMA1D6BC \mathbf{\Upsilon} mathalpha -fourier
MATHEMATICAL BOLD CAPITAL UPSILON1D6BD \mathbf{\Phi} mathalpha
-fourier MATHEMATICAL BOLD CAPITAL PHI1D6BF \mathbf{\Psi} mathalpha
-fourier MATHEMATICAL BOLD CAPITAL PSI1D6C0 \mathbf{\Omega}
mathalpha -fourier MATHEMATICAL BOLD CAPITAL OMEGA1D6E4 \Gamma
mathalpha slantedGreek = \mathit{\Gamma} (-fourier), = \varGamma
(amsmath fourier), MATHEMATICAL
ITALIC CAPITAL GAMMA1D6E5 \Delta mathalpha slantedGreek =
\mathit{\Delta} (-fourier), = \varDelta (amsmath fourier),
MATHEMATICAL ITALIC
CAPITAL DELTA1D6E9 \Theta mathalpha slantedGreek =
\mathit{\Theta} (-fourier), = \varTheta (amsmath fourier),
MATHEMATICAL ITALIC
CAPITAL THETA1D6EC \Lambda mathalpha slantedGreek =
\mathit{\Lambda} (-fourier), = \varLambda (amsmath fourier),
mathematical italic cap-
ital lambda1D6EF \Xi mathalpha slantedGreek = \mathit{\Xi}
(-fourier), = \varXi (amsmath fourier), MATHEMATICAL ITALIC
CAP-
ITAL XI1D6F1 \Pi mathalpha slantedGreek = \mathit{\Pi}
(-fourier), = \varPi (amsmath fourier), MATHEMATICAL ITALIC
CAP-
ITAL PI1D6F4 \Sigma mathalpha slantedGreek = \mathit{\Sigma}
(-fourier), = \varSigma (amsmath fourier), MATHEMATICAL
ITALIC CAPITAL SIGMA1D6F6 \Upsilon mathalpha slantedGreek =
\mathit{\Upsilon} (-fourier), = \varUpsilon (amsmath fourier),
MATHEMATICAL
ITALIC CAPITAL UPSILON1D6F7 \Phi mathalpha slantedGreek =
\mathit{\Phi} (-fourier), = \varPhi (amsmath fourier), MATHEMATICAL
ITALIC
CAPITAL PHI1D6F9 \Psi mathalpha slantedGreek = \mathit{\Psi}
(-fourier), = \varPsi (amsmath fourier), MATHEMATICAL ITALIC
CAPITAL PSI1D6FA \Omega mathalpha slantedGreek = \mathit{\Omega}
(-fourier), = \varOmega (amsmath fourier), MATHEMATICAL
ITALIC CAPITAL OMEGA1D6FC \alpha mathalpha = \mathit{\alpha}
(omlmathit), MATHEMATICAL ITALIC SMALL ALPHA1D6FD \beta mathalpha =
\mathit{\beta} (omlmathit), MATHEMATICAL ITALIC SMALL BETA1D6FE
\gamma mathalpha = \mathit{\gamma} (omlmathit), MATHEMATICAL ITALIC
SMALL GAMMA1D6FF \delta mathalpha = \mathit{\delta} (omlmathit),
MATHEMATICAL ITALIC SMALL DELTA1D700 \varepsilon mathalpha =
\mathit{\varepsilon} (omlmathit), MATHEMATICAL ITALIC SMALL
EPSILON1D701 \zeta mathalpha = \mathit{\zeta} (omlmathit),
MATHEMATICAL ITALIC SMALL ZETA1D702 \eta mathalpha = \mathit{\eta}
(omlmathit), MATHEMATICAL ITALIC SMALL ETA1D703 \theta mathalpha =
\mathit{\theta} (omlmathit), MATHEMATICAL ITALIC SMALL THETA
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No. Text Math Macro Category Requirements Comments1D704 \iota
mathalpha = \mathit{\iota} (omlmathit), MATHEMATICAL ITALIC SMALL
IOTA1D705 \kappa mathalpha = \mathit{\kappa} (omlmathit),
MATHEMATICAL ITALIC SMALL KAPPA1D706 \lambda mathalpha =
\mathit{\lambda} (omlmathit), mathematical italic small lambda1D707
\mu mathalpha = \mathit{\mu} (omlmathit), MATHEMATICAL ITALIC SMALL
MU1D708 \nu mathalpha = \mathit{\nu} (omlmathit), MATHEMATICAL
ITALIC SMALL NU1D709 \xi mathalpha = \mathit{\xi} (omlmathit),
MATHEMATICAL ITALIC SMALL XI1D70B \pi mathalpha = \mathit{\pi}
(omlmathit), MATHEMATICAL ITALIC SMALL PI1D70C \rho mathalpha =
\mathit{\rho} (omlmathit), MATHEMATICAL ITALIC SMALL RHO1D70D
\varsigma mathalpha = \mathit{\varsigma} (omlmathit), MATHEMATICAL
ITALIC SMALL FINAL SIGMA1D70E \sigma mathalpha = \mathit{\sigma}
(omlmathit), MATHEMATICAL ITALIC SMALL SIGMA1D70F \tau mathalpha =
\mathit{\tau} (omlmathit), MATHEMATICAL ITALIC SMALL TAU1D710
\upsilon mathalpha = \mathit{\upsilon} (omlmathit), MATHEMATICAL
ITALIC SMALL UPSILON1D711 \varphi mathalpha = \mathit{\varphi}
(omlmathit), MATHEMATICAL ITALIC SMALL PHI1D712 \chi mathalpha =
\mathit{\chi} (omlmathit), MATHEMATICAL ITALIC SMALL CHI1D713 \psi
mathalpha = \mathit{\psi} (omlmathit), MATHEMATICAL ITALIC SMALL
PSI1D714 \omega mathalpha = \mathit{\omega} (omlmathit),
MATHEMATICAL ITALIC SMALL OMEGA1D715 \partial mathord =
\mathit{\partial} (omlmathit), MATHEMATICAL ITALIC PARTIAL
DIFFEREN-
TIAL1D716 \epsilon mathalpha = \mathit{\epsilon} (omlmathit),
MATHEMATICAL ITALIC EPSILON SYMBOL1D717 \vartheta mathalpha =
\mathit{\vartheta} (omlmathit), MATHEMATICAL ITALIC THETA
SYMBOL1D719 \phi mathalpha = \mathit{\phi} (omlmathit),
MATHEMATICAL ITALIC PHI SYMBOL1D71A % \varrho mathalpha =
\mathit{\varrho} (omlmathit), MATHEMATICAL ITALIC RHO SYMBOL1D71B $
\varpi mathalpha = \mathit{\varpi} (omlmathit), MATHEMATICAL ITALIC
PI SYMBOL1D7CE 0 \mathbf{0} mathord mathematical bold digit 01D7CF
1 \mathbf{1} mathord mathematical bold digit 11D7D0 2 \mathbf{2}
mathord mathematical bold digit 21D7D1 3 \mathbf{3} mathord
mathematical bold digit 31D7D2 4 \mathbf{4} mathord mathematical
bold digit 41D7D3 5 \mathbf{5} mathord mathematical bold digit
51D7D4 6 \mathbf{6} mathord mathematical bold digit 61D7D5 7
\mathbf{7} mathord mathematical bold digit 71D7D6 8 \mathbf{8}
mathord mathematical bold digit 81D7D7 9 \mathbf{9} mathord
mathematical bold digit 91D7E2 0 \mathsf{0} mathord mathematical
sans-serif digit 01D7E3 1 \mathsf{1} mathord mathematical
sans-serif digit 11D7E4 2 \mathsf{2} mathord mathematical
sans-serif digit 21D7E5 3 \mathsf{3} mathord mathematical
sans-serif digit 31D7E6 4 \mathsf{4} mathord mathematical
sans-serif digit 4
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No. Text Math Macro Category Requirements Comments1D7E7 5
\mathsf{5} mathord mathematical sans-serif digit 51D7E8 6
\mathsf{6} mathord mathematical sans-serif digit 61D7E9 7
\mathsf{7} mathord mathematical sans-serif digit 71D7EA 8
\mathsf{8} mathord mathematical sans-serif digit 81D7EB 9
\mathsf{9} mathord mathematical sans-serif digit 91D7F6 0
\mathtt{0} mathord mathematical monospace digit 01D7F7 1 \mathtt{1}
mathord mathematical monospace digit 11D7F8 2 \mathtt{2} mathord
mathematical monospace digit 21D7F9 3 \mathtt{3} mathord
mathematical monospace digit 31D7FA 4 \mathtt{4} mathord
mathematical monospace digit 41D7FB 5 \mathtt{5} mathord
mathematical monospace digit 51D7FC 6 \mathtt{6} mathord
mathematical monospace digit 61D7FD 7 \mathtt{7} mathord
mathematical monospace digit 71D7FE 8 \mathtt{8} mathord
mathematical monospace digit 81D7FF 9 \mathtt{9} mathord
mathematical monospace digit 9
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