LaTeX CheatSheet

This is a list of LaTeX symbols i used last year as i was doing my Discrete Math Homework. I've put it into a table. If you want to edit, fork the document (see bottom right panel) to your account and make any adjustments you want.

PS This Platform (Corca) is an nice alternative to learning all the LaTeX syntax for students. They actually export to PDF and / or LaTeX (see bottom-right panel, "download" menu). Here is an example of my homework doc on maths for physics last year.

Category	Name	Notation / Symbol	LaTeX
Set Theory	Subset Of	⊂	\subset
Set Theory	Double Subset	⋐	\Subset
Set Theory	Not A Subset Of	⊄	\not\supset
Set Theory	Double Superset	⋑	\Supset
Set Theory	Disjoint Union	⊎	\uplus
Set Theory	Natural Join	⨝	\bowtie
Set Theory	Multiset Union	⨄	\biguplus
Set Theory	Superset Of	⊃	\supset
Set Theory	Not A Superset Of	⊅	\not\supset
Set Theory	Superset Of Or Equal To	⊇	\supseteq
Set Theory	Superset Of With Not Equal To	⊋	\supsetneq
Set Theory	Subset Of With Not Equal To	⊊	\subsetneq
Set Theory	Not An Improper Superset	⊉	\nsupseteq
Set Theory	Subset Of Or Equal To	⊊	\subseteq
Set Theory	Not Improper Subset	⊈	\nsubseteq
Set Theory	Element Of	∈	\in
Set Theory	Not An Element Of	∉	\notin
Set Theory	Ring In Equal To	≖	\eqcirc
Set Theory	Greater Than Above Double Line Equal Above Less Than	⪌	\gtreqqless
Set Theory	Greater Than and Single Line Not Equal To	⪈	\gneq
Set Theory	Greater Than or Approximate	⪆	\gtrapprox
Set Theory	Less Than Above Double Line Equal Above Greater Than	⪋	\lesseqqgtr
Set Theory	Less Than and Not Approximate	⪉	\lnapprox
Set Theory	Less Than and Single Line Not Equal To	⪇	\lneq
Set Theory	Less Than or Approximate	⪅	\lesssim
Set Theory	Subset of Above Equals	⫅	\subseteqq
Set Theory	Subset of Above Not Equal To	⫋	\subsetneqq
Set Theory	Superset of Above Equals	⫆	\supseteqq
Set Theory	Superset of Above Not Equal To	⫌	\supsetneqq
Set Theory	Does Not Succeed	⊁	\nsucc
Set Theory	Precedes Or Equivalent To	≾	\precsim
Set Theory	Succeeds Or Equivalent To	≿	\succsim
Set Theory	Wreath Product	≀	\wr
Set Theory	Union	∪	\cup
Set Theory	Intersection	∩	\cap
Set Theory	Intersect Transversally	⋔	\pitchfork
Set Theory	Square Image Of Or Equal To	⊑	\sqsupseteq
Set Theory	Square Original Of Or Equal To	⊒	\sqsupseteq
Set Theory	Square Image Of	⊏	\sqsubset
Set Theory	Square Original Of	⊐	\sqsupset
Set Theory	Disjoint Union	⊎	\bigsqcup
Set Theory	Add Member	;	;
Set Theory	Power Set	P()	\text{P}()
Set Theory	Union Of Sets	(⋃_^)()	\largecup_{}^{}
Set Theory	Intersection Of Sets	(⋂_^)()	\bigcap_{}^{}
Set Theory	N-Ary Logical And	(⋀_^)()
Set Theory	N-Ary Logical Or	(⋁_^)()
Set Theory	Disjoint Union	⊎
Set Theory	Double Intersection	⋒	\doublecap
Set Theory	Double Union	⋓	\doublecup
Set Theory	Rightwards Two-Headed Arrow	↠	\twoheadrightarrow
Set Theory	Leftwards Arrow From Bar	↤
Set Theory	Rightwards Arrow From Bar	↦	\mapsto
Mathematical Logic	Less Than With Dot	⋖	\lessdot
Mathematical Logic	Greater Than With Dot	⋗	\gtrdot
Mathematical Logic	Contradiction	⊥	\bot
Mathematical Logic	Tautology	⊤	\top
Mathematical Logic	Logical And	∧	\land
Mathematical Logic	Logical Or	∨	\vee
Mathematical Logic	Logical Exclusive Or	⊻	\veebar
Mathematical Logic	Logical Nand	⊼	\barwedge
Mathematical Logic	Logical Nor	⊽	\barvee
Mathematical Logic	Implies	→	\implies
Mathematical Logic	For All	∀	\forall
Mathematical Logic	There Exists Exactly One	∃!	\exists!
Mathematical Logic	There Doesn't Exist	∄	\nexists
Mathematical Logic	Logical Not	¬	\neg
Mathematical Logic	If And Only If	↔	\iff
Mathematical Logic	There Exists	∃	\exists
Mathematical Logic	Such That	:	:
Mathematical Logic	Approaches The Limit	≐
Mathematical Logic	Proves	⊦	\vdash
Mathematical Logic	Entails	⊨	\models
Mathematical Logic	Derivability	⊪	\Vvdash
Mathematical Logic	Logical Consequence	⊫	\VDash
Mathematical Logic	Diamond	◇	\Diamond
Mathematical Logic	Box Operator	◻	\Box
Mathematical Logic	Turnstile	⊢	\vdash
Mathematical Logic	Forces	⊩	\Vdash
Mathematical Logic	Satisfaction	⊧	\vDash
Mathematical Logic	Does Not Entail	⊭	\nVDash
Mathematical Logic	Because	∵	\because
Mathematical Logic	Not Entailed	⊬	\doesnotentail
Mathematical Logic	End Of Proof	∎	\qed
Mathematical Logic	Therefore	∴	\therefore
Mathematical Logic	Ellipsis	⋯	\ldots
Mathematical Logic	3 Dots	⋯	\cdots
Mathematical Logic	Measured By	≞	\measeq
Mathematical Logic	Does Not Model	⊯	\nVDash
Mathematical Logic	Then	⇒	\Rightarrow
Mathematical Logic	If And Only If	⇔	\iff
Mathematical Logic	End Of Proof	⊣	\dashv
Mathematical Logic	Converse Implication	⇐	\Leftarrow
Mathematical Logic	To	→	\rightarrow
Mathematical Logic	Does Not Imply	↛	\nrightarrow
Mathematical Logic	Is Not Implied By	↚	\nleftarrow
Mathematical Logic	Upwards Double Arrow	⇑	\Uparrow
Mathematical Logic	Downwards Double Arrow	⇓	\Downarrow
Mathematical Logic	Long Left Right Arrow	⟷	//longleftrightarrow
Extended Latin	Latin Gamma	ɣ	\babygamma
Extended Latin	Latin Capital Gamma	Ɣ	\ipagamma
Extended Latin	Latin Iota	ι
Extended Latin	Latin Capital Iota	Ι
Extended Latin	Latin Capital Angstrom	Å	\mathrm{\AA}
Extended Latin	Latin Upsilon
Extended Latin	Capital Latin Upsilon
Extended Latin	Latin Omega	ɷ	\varomega
Extended Latin	Small æ	æ	\ae
Extended Latin	h bar	ħ	\hbar
Extended Latin	Florin Sign	ƒ	f
General	Comma	,
Arithmetic	Reversed Tilde	∽	\backsim
Arithmetic	Logarithm	(log_)()	\log()
Arithmetic	Logarithm Base 10, Lg	lg()	\lg()
Arithmetic	Logarithm Base 2	(log_2)()	\log{2}()
Arithmetic	Logarithm Base 2, Lb	lb()	\lb()
Arithmetic	Natural Logarithm, Ln	ln()	\ln()
Arithmetic	Greatest Common Divisor	gcd(,)	\gcd ( , )
Arithmetic	Least Common Multiple	lcm(,)	\lcm( , )
Arithmetic	Omega Function	ω()	\omega ( , )
Arithmetic	Capital Omega Function	Ω()	\Omega( , )
Arithmetic	Euler Totient Function	𝜙()
Arithmetic	Dirichlet Function	D()
Arithmetic	Riemann Function	R()
Arithmetic	Modulo	mod(,)	\mod( , )
Arithmetic	Arithmetic Mean	AM()	\AM( , )
Arithmetic	Average	AM()	\AM( , )
Arithmetic	Geometric Mean	GM()	\GM( , )
Arithmetic	Arithmetic-Geometric Mean	AGM(,)	\AGM( , )
Arithmetic	Min	min()	\min()
Arithmetic	Max	max()	\max()
Trigonometry	Sine	sin()	\sin()
Trigonometry	Arcsine	asin()	\asin()
Trigonometry	Cosine	cos()	\cos()
Trigonometry	Arccosine	acos()	\acos()
Trigonometry	Tangent	tan()	\tan()
Trigonometry	Arctangent	atan()	\atan()
Trigonometry	Cotangent	cot()	\cot()
Trigonometry	Arccotangent	acot()	\acot()
Trigonometry	Secant	sec()	\sec()
Trigonometry	Arcsecant	asec()	\asec()
Trigonometry	Cosecant	csc()	\csc()
Trigonometry	Arccosecant	acsc()	\acsc()
Trigonometry	Hyperbolic Sine	sinh()	\sinh()
Trigonometry	Hyperbolic Cosine	cosh()	\acosh()
Trigonometry	Hyperbolic Tangent	tanh()	\tanh()
Trigonometry	Hyperbolic Cotangent	coth()	\coth()
Trigonometry	Hyperbolic Secant	sech()	\sech()
Trigonometry	Hyperbolic Cosecant	csch()	\csch()
Trigonometry	Hyperbolic Arcsine	arcsinh()	\arcsinh()
Trigonometry	Hyperbolic Arccosine	arccosh()	\arccosh()
Trigonometry	Hyperbolic Arctangent	arctanh()	\arctanh()
Trigonometry	Hyperbolic Arccotangent	arccoth()	\arccoth()
Trigonometry	Hyperbolic Arcsecant	arcsech()	\arcsech()
Trigonometry	Hyperbolic Arccosecant	arccosh()	\arccosh()
Trigonometry	Atan2	atan2(,)	\atan2()
Trigonometry	Versine	versin()	\versin()
Trigonometry	Coversine	cvs()	\cvs()
Trigonometry	Exsecant	exsec()	\exsec()
Trigonometry	Excosecant	excsc()	\excsc()
Trigonometry	Haversine	haversin()	\haversin()
Trigonometry	Hacoversine	hacoversin()	\hacoversin()
Trigonometry	Gudermannian	gd()	\gd()
Geometry	Ratio	∶	\Colon
Geometry	Ring Equal To	≗	\circeq
Geometry	Corresponds To	≘
Geometry	Estimates	≙
Geometry	Equiangular to	≚
Geometry	Star Equals	≛
Geometry	Congruent	≅	\cong
Geometry	Parallel	∥	\parallel
Geometry	Equal And Parallel To	⋕
Geometry	Not Parallel To	∦	\nparallel
Geometry	Perpendicular	⟂	\perp
Geometry	Perpendicular Angle	⊾	\measuredrightangle
Geometry	Angle	∠	\angle
Geometry	Measured Angle	∡	\measuredangle
Geometry	Excess	∹	\eqcolon
Geometry	Geometric Proportion	∺	\ddiv
Geometry	Right Angle	∟	\rightangle
Geometry	Triangle	△	\triangle
Geometry	Circle	○	\circ
Geometry	Geometrically Equal	≑	\Doteq
Geometry	Geometrically Equivalent	≎	\bumpeq
Geometry	Spherical Angle	∢
Geometry	Rightwards Arrow	→	\rightarrow
Geometry	Leftwards Arrow	←	\leftarrow
Geometry	Upwards Arrow	↑	\uparrow
Geometry	Downwards Arrow	↓	\downarrow
Geometry	Upper Right Arrow	↗	\nearrow
Geometry	Lower Left Arrow	↙	\swarrow
Geometry	Left Right Arrow	↔	\leftrightarrow
Geometry	Up Down Arrow	↕	\updownarrow
Geometry	Tri-Pointed Upwards Arrow	⇵	\UpArrowDownArrow
Geometry	North West Arrow	↖	\searrow
Geometry	South East Arrow	↘	\searrow
Geometry	Distance Between Two Points	dist(,)	\dist( , )
Calculus	Convolution operator	∗	\ast
Calculus	Bullet Operator	∙	\bullet
Calculus	Equal	=	=
Calculus	Equal To By Definition	≝
Calculus	Delta Equal To	≜	\triangleq
Calculus	Less Than Or Equal To	≤	\leq
Calculus	Less Than Over Equal To	≦	\leqq
Calculus	Greater Than Or Equal To	≧	\geqq
Calculus	Less Than But Not Equal To	≨	\lneqq
Calculus	Greater Than But Not Equal To	≩	\gneqq
Calculus	Less Than Or Equivalent To	≲	\lesssim
Calculus	Greater Than Or Equivalent To	≳	\gtrsim
Calculus	Neither Less Than Nor Equivalent To	≴	\not\lesssim
Calculus	Neither Greater Than Nor Equivalent To	≵	\not\gtrsim
Calculus	Neither Approximately Nor Actually Equal To	≇	\ncong
Calculus	Sine Wave	∿	\thicksim
Calculus	Almost Equal Or Equal To	≊	\approxeq
Calculus	Composition	∘
Calculus	Approaches	→	\rightarrow
Calculus	Infimum	(inf_)()	\inf()
Calculus	Supremum	(sup_)()	\sup()
Calculus	Exponential Function	exp()	\exp()
Calculus	Differential	d()	\mathrm(d)
Calculus	Second Differential	(d^2)()	\mathrm{d}^2
Calculus	Third Differential	(d^3)()	\mathrm{d}^3
Calculus	N-Differential	(d^N)()	\mathrm{d}^N
Calculus	Partial Differential	∂()	\partial
Calculus	Second Partial Differential	(∂^2)()	\partial^2
Calculus	Third Partial Differential	(∂^3)()	\partial^3
Calculus	N-Partial Differential	(∂^N)()	\partial^N
Calculus	Delta	Δ()	\Delta
Calculus	Summation	(∑_^)()	\sum
Calculus	Modulo Two Sum	(⨊_^)()
Calculus	Product	(∏_^)()	\prod
Calculus	Coproduct	(∐_^)()	\coprod
Calculus	Definite Integral	(∫_^)()	\int_{ }^{ }()
Calculus	Indefinite Integral	∫()	\int
Calculus	Double Integral	(∬_^)()	\iint
Calculus	Triple Integral	(∭_^)()	\iiint
Calculus	Contour Integral	(∮_)()	\oint
Calculus	Clockwise Integral	(∱_)()	\intclockwise
Calculus	Clockwise Contour Integral	(∲_)()
Calculus	Anticlockwise Contour Integral	(∳_)()	\ointctrclockwise
Calculus	Surface Integral	(∯_)()	\ooint
Calculus	Anticlockwise Integral	(∳_)()	\ointctrclockwise
Calculus	Integral Average	(⨏_)()
Calculus	Integral with Double	(⨎_)()
Calculus	Finite Part Integral	(⨍_)()
Calculus	Integral with Union	(⨚_)()
Calculus	Integral with Intersection	(⨙_)()
Calculus	Integral with Leftwards Arrow with Hook	(⨗_)()
Calculus	Integral with Times	(⨘_)()
Calculus	Integral Around a Point Operator	(⨕_)()
Calculus	Line Integration Not Including the Pole	(⨔_)()
Calculus	Quaternion Integral Operator	(⨖_)()
Calculus	Line Integration with Rectangular Path Around Pole	(⨒_)()
Calculus	Line Integration with Semicircular Path Around Pole	(⨓_)()
Calculus	Volume Integral	(∰_)()	\oiiint
Calculus	Limit	(lim_)()	\lim_{}()
Calculus	Buchstab Function	ω()	\omega()
Calculus	Boxcar Function	П()	\Pi()
Calculus	Exponental Generating Function	EG()	\EG()
Calculus	Definite Integral Evaluation	(∣_^)()	\bigg_()^()
Calculus	Poisson Generating Function	PG()	\PG()
Calculus	Boustrophedon Transform	b()	\b()
Calculus	Bourget Function	(J__)()	\J()
Calculus	Summation With Integral	(⨋_^)()
Complex Analysis	Gradient	∇	\grad
Complex Analysis	Laplacian	∇	\grad^2
Complex Analysis	Divergence	div()	\div()
Complex Analysis	Curl	curl()	\curl()
Complex Analysis	Argument Of A Complex Number	arg()	\arg()
Functional Analysis	Minus-Plus	∓	\mp
Functional Analysis	Proportional To	∝	\propto
Functional Analysis	As
Functional Analysis	Hamiltonian	H()	\H
Functional Analysis	Fourier Transform	ℱ()	\mathcal{F}
Functional Analysis	Fourier Bessel Transform	(ℱ_B)()	\mathcal{F}_B
Functional Analysis	Abel Transform	g()	\g()
Functional Analysis	Instrument Function	I()	\Iota()
Functional Analysis	Large Tensor Product	(⨂_^)()	\bigotimes
Algebra	Dot Plus	∔	\dotplus
Algebra	Set Difference	∖	\
Algebra	Cartesian Product	⨉	\times
Algebra	Cross Product	⨯	\times
Algebra	Triple Tilde	≋
Algebra	Plus	+	+
Algebra	Divide By	/	/
Algebra	Subtraction	-	-
Algebra	Division	÷	\div
Algebra	Multiplication	⋅	\cdot
Algebra	Multiplication	×	\times
Algebra	Plus-Minus	±	\pm
Algebra	Not Equal	≠	\neq
Algebra	Not Yet Demonstrated To Be Equal	≟	\questeq
Algebra	Less Than	<	<
Algebra	Not Less Than	≮	\nless
Algebra	Not Less Than Or Equal	≰	\nleq
Algebra	Greater Than	>	>
Algebra	Greater Than Or Equal	≧	\geq
Algebra	Not Greater Than Or Equal	≱	\ngeq
Algebra	Not Greater Than	≯	\ngtr
Algebra	Much Greater Than	≫	\gg
Algebra	Neither Greater Than Nor Less Than	≹	\not\gtrless
Algebra	Neither Less Than Nor Greater Than	≸	\not\lessgtr
Algebra	Less Than Or Greater Than	≶	\lessgtr
Algebra	Greater Than Or Less Than	≷	\gtrless
Algebra	Much Less Than	≪	\ll
Algebra	Very Much Less Than	⋘	\lll
Algebra	Very Much Greater Than	⋙	\ggg
Algebra	Similar To	~	\sim
Algebra	Not Similar	≁	\nsim
Algebra	Difference Between	≏	\bumpeq
Algebra	Almost Equal To	≊	\approx
Algebra	Not Almost Equal To	≉	\not\approx
Algebra	Approximately Equal To	≒	\fallingdotseq
Algebra	Image Of Or Approximately Equal To	≓	\risingdotseq
Algebra	Approximately Equal	≒	\cong
Algebra	Equal To Or Approximately Equal To	⋍
Algebra	Equivalent To	≡	\equiv
Algebra	Strictly Equivalent To	≣
Algebra	Not Equivalent	≢	\neqiv
Algebra	Approximately But Not Actually Equal	≆	\simneqq
Algebra	Defined As	≔	\coloneqq
Algebra	Not Asymptotically Equal	≄	\nsime
Algebra	Not Equivalent	≢	\nasymp
Algebra	Between	≬	\between
Algebra	Join	∨	\Join
Algebra	Minus Tilde	≂
Algebra	Homothetic	∻
Algebra	Transpose	⊺	\intercal
Algebra	Tensor Product	⨂	\otimes
Algebra	Direct Sum	⨁	\oplus
Algebra	Multimap	⊸	\multimap
Algebra	Hadamard Product	⨀	\odot
Algebra	Khatri–Rao Product	∗	\ast
Algebra	Determinant	det()	\det()
Algebra	Trace	tr()	\tr()
Algebra	Rank	rank()	\rank()
Algebra	Kernel	ker()	\ker()
Algebra	Image Of The Function	im()	\im()
Algebra	Metric Signature	sign()	\sign()
Algebra	Divide-Times	⋇	\divideontimes
Algebra	Retraction	↩	\hookleftarrow
Algebra	Inclusion Map	↪	\hookrightarrow
Linear Algebra	Dot Product	⋅	\cdot
Linear Algebra	Direct Sum	⨁
Statistics	Diamond Operator	⋄	\diamond
Statistics	Expected Value	E()	\E
Statistics	Standard Deviation	σ()	\sigma()
Statistics	Covariance	cov(,)	\cov( , )
Statistics	Variance	var()	\var()
Statistics	Probability	P()	\P()
Statistics	Correlation	corr(,)	\corr(,)
Statistics	Median	med()	\med()
Statistics	Mode	mode()	\mode()
Statistics	Absolute Deviation	Δ()	\Delta()
Statistics	Average Absolute Deviaton	AAD()	\AAD()
Statistics	Absolute Error	Δ()	\Delta()
Statistics	Window Function	W()	\W()
Statistics	Blackman Function	B()	\B()
Combinatorics	Absolute Value	abs()	\abs()
Differential Geometry	Arc Length	s()	\s()
Differential Geometry	Blancmange Function	blanc()	\blanc()
Differential Geometry	Butterfly Function	f()	\f()
Number Theory	Divides	\|	\vert
Number Theory	Does Not Divide	∤	\nmid
Number Theory	Sandwich	≍	\asymp
Category Theory	Three Rightwards Arrows	⇶
Category Theory	Leftwards Two-Headed Arrow	↞	\twoheadleftarrow
Group Theory	Normal Subgroup	⊲	\vartriangleleft
Group Theory	Not Normal Subgroup	⋪	\ntriangleleft
Group Theory	Normal Subgroup Or Equal	⊴	\trianglelefteq
Group Theory	Not Normal Subgroup Or Equal	⊴	\ntrianglelefteq
Group Theory	Contains As Normal Subgroup	⊳	vartriangleright
Group Theory	Contains As Normal Subgroup Or Equal To	⊵	\trianglerighteq
Group Theory	Does Not Contain As Normal Subgroup	⋫	\ntriangleright
Group Theory	Does Not Contain As Normal Subgroup Or Equal To	⋭	\ntrianglerighteq
Group Theory	Does Not Form A Left Coset	⋽	\varniobar
Group Theory	Monus	∸	\dotdiv
Group Theory	Left Normal Factor Semidirect Product	⋉	\ltimes
Group Theory	Right Normal Factor Semidirect Product	⋊	\rtimes
Group Theory	Left Semidirect Product	⋋	\lthreetimes
Group Theory	Right Semidirect Product	⋌	\rthreetimes
Group Theory	Inverse Assigment	≕	\eqcolon
Topology	Belongs To	∋	\ni
Topology	Does Not Belong To	∌	\notni
Topology	Wedge Sum	(⋁_^)()
Order Theory	Precedes	≺	\prec
Order Theory	Not Precedes	⊀	\nprec
Order Theory	Succeeds Not Equal	⪊	\gnapprox
Order Theory	Precedes Above Almost Equal To	⪷	\lessapprox
Order Theory	Precedes Above Not Almost Equal To	⪷	\precnapprox
Order Theory	Precedes Above Not Equal To	⪹	\precneqq
Order Theory	Precedes Above Single Line Equals	⪯	\preceq
Order Theory	Slanted Equal To or Greater Than	⪖	\eqslantgtr
Order Theory	Slanted Equal To or Less Than	⪕	\eqslantless
Order Theory	Succeeds Above Almost Equal To	⪸	\succapprox
Order Theory	Succeeds Above Not Almost Equal To	⪺	\succnapprox
Order Theory	Succeeds Above Not Equal To	⪶	\succneqq
Order Theory	Succeeds Above Single-Line Equals	⪰	\succeq
Order Theory	Succeeds	≻	\succ
Order Theory	Precedes Or Equal To	≼	\preceq
Order Theory	Succeeds Or Equal To	≽	\succeq
Order Theory	Isomorphic To	≃	\simeq
Order Theory	Join	∨	\vee
Order Theory	Bottom Element	⊥	\bot
Order Theory	Top Element	⊤	\top
Order Theory	Wedge Product	⋏	\wedge
Special	Bessel Function	J()	\J()
Special	Gamma Function	Γ()	\Gamma()
Special	Dirac Function	δ()	\delta()
Special	Heaviside Function	H()	\H()
Special	Bateman Function	(K_ν)()	\K_{\nu}()
Special	Kampé De Fériet Function	(F___^^^)()	\F()
Special	Barnes G-Function	G()	\G()
Computer Science	Bit Length	BL()	\BL()
Electromagnetism	D'Alembert Operator	◻()	\Box
Quantum Mechanics	Wave Function	ψ()	\Psi()
Greek	Alpha	α	\alpha
Greek	Capital Alpha	Α	\Alpha
Greek	Beta	β	\beta
Greek	Capital Beta	Β	\Beta
Greek	Beta Symbol	ϐ	\varbeta
Greek	Gamma	ɣ	\gamma
Greek	Capital Gamma	Ɣ	\Gamma
Greek	Delta	δ	\delta
Greek	Capital Delta	Δ	\Delta
Greek	Turned Delta	ƍ
Greek	Epsilon	ε	\epsilon
Greek	Capital Epsilon	Ε	\Epsilon
Greek	Epsilon	ε	\varepsilon
Greek	Reversed Epsilon	϶	\backepsilon
Greek	Zeta	ζ	\zeta
Greek	Capital Zeta	Ζ	\Zeta
Greek	Eta	η	\eta
Greek	Capital Eta	Η	\Eta
Greek	Theta	θ	\thetea
Greek	Capital Theta	ϴ	\Theta
deltaGreek	Iota	ι	\iota
Greek	Capital Iota	Ι	\Iota
Greek	Kappa	κ	\kappa
Greek	Capital Kappa	Κ	\Kappa
Greek	Kappa Symbol	ϰ	\varkappa
Greek	Lambda	λ	\lambda
Greek	Capital Lambda	Λ	\Lambda
Greek	Small Capital Lambda	ᴧ	\varLambda
Greek	Mu	μ	\mu
Greek	Capital Mu	Μ	\Mu
Greek	Nu	ν	\nu
Greek	Capital Nu	Ν	\Nu
Greek	Xi	ξ	\xi
Greek	Capital Xi	Ξ	\Xi
Greek	Omicron	ο	\omicron
Greek	Capital Omicron	Ο	\Omicron
Greek	Pi	π	\pi
Greek	Capital Pi	Π	\Pi
Greek	Rho	ρ	\rho
Greek	Capital Rho	Ρ	\Rho
Greek	Rho Symbol	ϱ	\varrho
Greek	Sigma	σ	\sigma
Greek	Capital Sigma	Σ	\Sigma
Greek	Final Sigma	ς	\varsigma
Greek	Tau	τ	\tau
Greek	Capital Tau	Τ	\Tau
Greek	Upsilon	υ	\upsilon
Greek	Capital Upsilon	Υ	\Upsilon
Greek	Upsilon Symbol	ʊ	\varupsilon
Greek	Phi	φ	\phi
Greek	Capital Phi	Φ	\Phi
Greek	Chi	χ	\chi
Greek	Capital Chi	Χ	\Chi
Greek	Psi	ψ	\psi
Greek	Capital Psi	Ψ	\Psi
Greek	Small Capital Psi	ᴪ	\varpsi
Greek	Omega	ω	\omega
Greek	Capital Omega	Ω	\Omega
Doublestroke	Double-struck A	𝔸	\mathbb{A}
Doublestroke	Double-struck B	𝔹	\mathbb{B}
Doublestroke	Double-struck C	ℂ	\mathbb{C}
Doublestroke	Double-struck D	𝔻	\mathbb{D}
Doublestroke	Double-struck E	𝔼	\mathbb{E}
Doublestroke	Double-struck F	𝔽	\mathbb{F}
Doublestroke	Double-struck G	𝔾	\mathbb{G}
Doublestroke	Double-struck H	ℍ	\mathbb{H}
Doublestroke	Double-struck I	𝕀	\mathbb{I}
Doublestroke	Double-struck J	𝕁	\mathbb{J}
Doublestroke	Double-struck K	𝕂	\mathbb{K}
Doublestroke	Double-struck L	𝕃	\mathbb{L}
Doublestroke	Turned Capital F	Ⅎ	\Finv
Doublestroke	F script	𝔽	\mathbb{F}
Doublestroke	Double-struck E	𝔼	\mathbb{E}
Doublestroke	Double-struck M	𝕄	\mathbb{M}
Doublestroke	Double-struck N	ℕ	\mathbb{N}
Doublestroke	Double-struck O	𝕆	\mathbb{O}
Doublestroke	Double-struck P	ℙ	\mathbb{P}
Doublestroke	Double-struck Q	ℚ	\mathbb{Q}
Doublestroke	Double-struck R	ℝ	\mathbb{R}
Doublestroke	Double-struck S	𝕊	\mathbb{S}
Doublestroke	Double-struck T	𝕋	\mathbb{T}
Doublestroke	Double-struck U	𝕌	\mathbb{U}
Doublestroke	Double-struck V	𝕍	\mathbb{V}
Doublestroke	Double-struck W	𝕎	\mathbb{W}
Doublestroke	Double-struck X	𝕏	\mathbb{X}
Doublestroke	Double-struck Y	𝕐	\mathbb{Y}
Doublestroke	Double-struck Z	ℤ	\mathbb{Z}
Doublestroke	Small Mathematical z	𝓏	\z