Table of stars with Bayer designations

This table lists those stars or other objects which have Bayer designations, grouped by the constellation part of the designation.

	α	β	γ	δ	ε	ζ	η	θ	ι	κ	λ	μ	ν	ξ	ο	π	ρ	σ	τ	υ	φ	χ	ψ	ω	a	b	c	d	e	f	g	h	i	j	k	l	m	n	o	p	q	r	s	t	u	v	w	x	y	z	A	B	C	D	E	F	G	H	I	J	K	L	M	N	O	P	Q
And	α And^{[lower-alpha 1]}	β And	γ And	δ And	ε And	ζ And	η And	θ And	ι And	κ And	λ And	μ And	ν And	ξ And	ο And	π And	ρ And	σ And	τ And	υ And	φ And	χ And	ψ And	ω And		60 And	62 And																								49 And
Ant	α Ant			δ Ant	ε Ant	ζ¹ Ant ζ² Ant	η Ant	θ Ant	ι Ant
Aps	α Aps	β Aps	γ Aps	δ¹ Aps δ² Aps	ε Aps	ζ Aps	η Aps	θ Aps	ι Aps	κ¹ Aps κ² Aps
Aqr	α Aqr	β Aqr	γ Aqr	δ Aqr	ε Aqr	ζ¹ Aqr ζ² Aqr	η Aqr	θ Aqr	ι Aqr	κ Aqr	λ Aqr	μ Aqr	ν Aqr	ξ Aqr	ο Aqr	π Aqr	ρ Aqr	σ Aqr	τ¹ Aqr τ² Aqr	υ Aqr	φ Aqr	χ Aqr	ψ¹ Aqr ψ² Aqr ψ³ Aqr	ω¹ Aqr ω Aqr		98 Aqr 99 Aqr 101 Aqr	86 Aqr 88 Aqr 89 Aqr	25 Aqr	38 Aqr	53 Aqr	66 Aqr 68 Aqr	83 Aqr	106 Aqr 107 Aqr 108 Aqr		3 Aqr																103 Aqr 104 Aqr
Aql	Altair	β Aql	γ Aql	δ Aql	ε Aql	ζ Aql	η Aql	θ Aql	ι Aql	κ Aql	λ Aql	μ Aql	ν Aql	ξ Aql	ο Aql	π Aql	ρ Aql^{[lower-alpha 2]}	σ Aql	τ Aql	υ Aql	φ Aql	χ Aql	ψ Aql	ω¹ Aql ω² Aql		31 Aql	35 Aql	27 Aql	36 Aql	26 Aql	14 Aql	15 Aql	12 Aql			71 Aql															28 Aql
Ara	α Ara	β Ara	γ Ara	δ Ara	ε¹ Ara ε² Ara	ζ Ara	η Ara	θ Ara	ι Ara	κ Ara	λ Ara	μ Ara	ν¹ Ara ν² Ara			π Ara	ρ¹ Ara ρ² Ara	σ Ara
Ari	α Ari	β Ari	γ Ari	δ Ari	ε Ari	ζ Ari	η Ari	θ Ari	ι Ari	κ Ari	λ Ari	μ Ari	ν Ari	ξ Ari^{[lower-alpha 3]}	ο Ari	π Ari	ρ¹ Ari ρ² Ari ρ³ Ari	σ Ari	τ¹ Ari τ² Ari								41 Ari
Aur	Capella	β Aur		δ Aur	ε Aur	ζ Aur	η Aur	θ Aur	ι Aur	κ Aur	λ Aur	μ Aur	ν Aur	ξ Aur	ο Aur	π Aur	ρ Aur	σ Aur	τ Aur	υ Aur	φ Aur	χ Aur	ψ¹ Aur ψ² Aur ψ³ Aur ψ⁴ Aur ψ⁵ Aur ψ⁶ Aur ψ⁷ Aur ψ⁸ Aur ψ⁹ Aur ψ¹⁰ Aur^{[lower-alpha 4]}	ω Aur
Boo	Arcturus	β Boo	γ Boo	δ Boo	ε Boo	ζ Boo	η Boo	θ Boo	ι Boo	κ¹ Boo κ² Boo	λ Boo	μ¹ Boo μ² Boo	ν¹ Boo ν² Boo^{[lower-alpha 5]}	ξ Boo	ο Boo	π¹ Boo π² Boo	ρ Boo	σ Boo	τ Boo	υ Boo	φ Boo	χ Boo	ψ Boo	ω Boo		b Boo	c Boo	d Boo	e Boo	f Boo	g Boo	h Boo	i Boo		k Boo																A Boo
Cae	α Cae	β Cae	γ¹ Cae γ² Cae	δ Cae		ζ Cae					λ Cae		ν Cae
Cam	α Cam	β Cam	γ Cam																																																A Cam	B Cam	C Cam	D Cam				H Cam			K Cam	L Cam	M Cam	N Cam
Cnc	α Cnc	β Cnc	γ Cnc	δ Cnc	ε Cnc	ζ¹ Cnc ζ² Cnc	η Cnc	θ Cnc	ι Cnc	κ Cnc	λ Cnc	μ¹ Cnc μ² Cnc	ν Cnc	ξ Cnc	ο¹ Cnc ο² Cnc	π¹ Cnc π² Cnc	ρ¹ Cnc ρ² Cnc	σ¹ Cnc σ² Cnc σ³ Cnc	τ Cnc	υ¹ Cnc υ² Cnc	φ¹ Cnc φ² Cnc	χ Cnc	ψ¹ Cnc ψ² Cnc	ω¹ Cnc ω² Cnc		b Cnc	c Cnc	d¹ Cnc d² Cnc																							A¹ Cnc A² Cnc
CVn	α¹ CVn α² CVn	β CVn
CMa	Sirius	β CMa	γ CMa	δ CMa	ε CMa	ζ CMa	η CMa	θ CMa	ι CMa	κ CMa	λ CMa	μ CMa	ν¹ CMa ν² CMa ν³ CMa	ξ¹ CMa ξ² CMa	ο¹ CMa ο² CMa	π CMa		σ CMa	τ CMa					ω CMa
CMi	Procyon	β CMi	γ CMi	δ¹ CMi δ² CMi δ³ CMi	ε CMi	ζ CMi	η CMi
Cap	α¹ Cap α² Cap	β¹ Cap β² Cap	γ Cap	δ Cap	ε Cap	ζ Cap	η Cap	θ Cap	ι Cap	κ Cap	λ Cap	μ Cap	ν Cap	ξ¹ Cap ξ² Cap	ο¹ Cap ο² Cap	π Cap	ρ Cap	σ Cap	τ¹ Cap τ² Cap	υ Cap	φ Cap	χ Cap	ψ Cap	ω Cap		b Cap	c¹ Cap c² Cap																								A Cap
Car	Canopus	β Car			ε Car		η Car	θ Car	ι Car											υ Car		χ Car		ω Car	a Car	b¹ Car b² Car	c Car	d Car	e¹ Car e² Car	f Car	g Car	h Car	i Car		k Car	l Car	m Car			p Car	q Car	r Car	s Car	t¹ Car t² Car	u Car		w Car	x Car	y Car	z¹ Car z² Car	A Car	B Car	C Car	D Car	E Car		G Car	H Car	I Car		K Car	L Car	M Car	N Car	O Car	P Car	Q Car
Cas	α Cas	β Cas	γ Cas	δ Cas	ε Cas	ζ Cas	η Cas	θ Cas	ι Cas	κ Cas	λ Cas	μ Cas	ν Cas	ξ Cas	ο Cas	π Cas	ρ Cas	σ Cas	τ Cas	υ¹ Cas υ² Cas	φ Cas	χ Cas	ψ Cas	ω Cas																											A Cas
Cen	α¹ Cen α² Cen	β Cen	γ Cen	δ Cen	ε Cen	ζ Cen	η Cen	θ Cen	ι Cen	κ Cen	λ Cen	μ Cen	ν Cen	ξ¹ Cen ξ² Cen	ο¹ Cen ο² Cen	π Cen	ρ Cen	σ Cen	τ Cen	υ¹ Cen υ² Cen	φ Cen	χ Cen	ψ Cen	(ω Cen)	a Cen	b Cen	c¹ Cen c² Cen	d Cen	e Cen	f Cen	g Cen	h Cen	i Cen	j Cen	k Cen	l Cen	m Cen	n Cen		p Cen		r Cen			u Cen	v Cen	w Cen	x¹ Cen x² Cen	y Cen	z Cen	A Cen	B Cen	C¹ Cen C² Cen C³ Cen	D Cen	E Cen	F Cen	G Cen	H Cen		J Cen	K Cen		M Cen	N Cen			Q Cen
Cep	α Cep	β Cep	γ Cep	δ Cep	ε Cep	ζ Cep	η Cep	θ Cep	ι Cep	κ Cep	λ Cep	μ Cep	ν Cep	ξ Cep	ο Cep	π Cep	ρ¹ Cep ρ² Cep
Cet	α Cet	β Cet	γ Cet	δ Cet	ε Cet	ζ Cet	η Cet	θ Cet	ι Cet	κ¹ Cet^{[lower-alpha 6]} κ² Cet	λ Cet	μ Cet	ν Cet	ξ¹ Cet ξ² Cet	Mira Mira B	π Cet	ρ Cet	σ Cet	τ Cet	υ Cet	φ¹ Cet φ² Cet φ³ Cet φ⁴ Cet	χ Cet
Cha	α Cha	β Cha	γ Cha	δ¹ Cha δ² Cha	ε Cha	ζ Cha	η Cha	θ Cha	ι Cha	κ Cha	λ Cha	μ¹ Cha μ² Cha	ν Cha			π Cha
Cir	α Cir	β Cir	γ Cir	δ Cir	ε Cir	ζ Cir	η Cir	θ Cir
Col	α Col	β Col	γ Col	δ Col	ε Col		η Col	θ Col		κ Col	λ Col	μ Col	ν¹ Col ν² Col	ξ Col	ο Col	π¹ Col π² Col		σ Col
Com	α Com	β Com	γ Com
CrA	α CrA	β CrA	γ CrA	δ CrA	ε CrA	ζ CrA	η¹ CrA η² CrA	θ CrA		κ¹ CrA κ² CrA	λ CrA	μ CrA
CrB	α CrB	β CrB	γ CrB	δ CrB	ε CrB	ζ¹ CrB ζ² CrB	η CrB	θ CrB	ι CrB	κ CrB	λ CrB	μ CrB	ν¹ CrB ν² CrB	ξ CrB	ο CrB	π CrB	ρ CrB	σ CrB	τ CrB	υ CrB
Crv	α Crv	β Crv	γ Crv	δ Crv	ε Crv	ζ Crv	η Crv
Crt	α Crt	β Crt	γ Crt	δ Crt	ε Crt	ζ Crt	η Crt	θ Crt	ι Crt	κ Crt	λ Crt												ψ Crt
Cru	α Cru	β Cru	γ Cru	δ Cru	ε Cru	ζ Cru	η Cru	θ¹ Cru θ² Cru	ι Cru	κ Cru	λ Cru	μ Cru
Cyg	Deneb	Albireo	γ Cyg	δ Cyg	ε Cyg	ζ Cyg	η Cyg	θ Cyg	ι¹ Cyg ι² Cyg	κ Cyg	λ Cyg	μ Cyg	ν Cyg	ξ Cyg	ο¹ Cyg ο² Cyg	π¹ Cyg π² Cyg	ρ Cyg	σ Cyg	τ Cyg	υ Cyg	φ Cyg	χ Cyg	ψ Cyg	ω¹ Cyg ω² Cyg		b¹ Cyg b² Cyg b³ Cyg	c Cyg	d Cyg	e Cyg	f¹ Cyg f² Cyg	g Cyg																				A Cyg															P Cyg
Del	α Del	β Del	γ¹ Del γ² Del	δ Del	ε Del	ζ Del	η Del	θ Del	ι Del	κ Del
Dor	α Dor	β Dor	γ Dor	δ Dor	ε Dor	ζ Dor	η¹ Dor η² Dor	θ Dor		κ Dor	λ Dor		ν Dor			π¹ Dor π² Dor
Dra	Thuban	β Dra	γ Dra	δ Dra	ε Dra	ζ Dra	η Dra	θ Dra	ι Dra	κ Dra	λ Dra	μ Dra	ν Dra	ξ Dra	ο Dra	π Dra	ρ Dra	σ Dra	τ Dra	υ Dra	φ Dra	χ Dra	ψ Dra	ω Dra		b Dra	c Dra	d Dra	e Dra	f Dra	g Dra	h Dra	i Dra																		A Dra
Equ	α Equ	β Equ	γ Equ	δ Equ	ε Equ	ζ Equ					λ Equ
Eri	Achernar	β Eri	γ Eri	δ Eri	ε Eri	ζ Eri	η Eri	θ Eri	ι Eri	κ Eri	λ Eri	μ Eri	ν Eri	ξ Eri	ο Eri ο² Eri	π Eri	ρ¹ Eri ρ² Eri ρ³ Eri		τ¹ Eri τ² Eri τ³ Eri τ⁴ Eri τ⁵ Eri τ⁶ Eri τ⁷ Eri τ⁸ Eri τ⁹ Eri	υ¹ Eri υ² Eri υ³ Eri υ⁴ Eri	φ Eri	χ Eri	ψ Eri	ω Eri		b Eri	c Eri	d Eri	e Eri	f Eri A f Eri B	g Eri	h Eri	i Eri			l Eri				p Eri	q¹ Eri q² Eri	r Eri	s Eri		u Eri	v Eri	w Eri		y Eri	z Eri	A Eri
For	α For	β For	γ¹ For γ² For	δ For	ε For	ζ For	η¹ For η² For η³ For		ι¹ For ι² For	κ For	λ¹ For λ² For	μ For	ν For			π For	ρ For	σ For	τ For	υ For	φ For	χ¹ For χ² For χ³ For	ψ For	ω For
Gem	Castor	Pollux	γ Gem	δ Gem	ε Gem	ζ Gem	η Gem	θ Gem	ι Gem	κ Gem	λ Gem	μ Gem	ν Gem	ξ Gem	ο Gem	π Gem	ρ Gem	σ Gem	τ Gem	υ Gem	φ Gem	χ Gem		ω Gem		b Gem	c Gem	d Gem	e Gem	f Gem	g Gem																				A Gem
Gru	α Gru	β Gru	γ Gru	δ¹ Gru δ² Gru	ε Gru	ζ Gru	η Gru	θ Gru	ι Gru	κ Gru	λ Gru	μ¹ Gru μ² Gru	ν Gru	ξ Gru	ο Gru	π¹ Gru π² Gru	ρ Gru	σ¹ Gru σ² Gru	τ¹ Gru τ² Gru τ³ Gru	υ Gru	φ Gru
Her	α Her	β Her	γ Her	δ Her	ε Her	ζ Her	η Her	θ Her	ι Her	κ Her	λ Her	μ Her	ν Her	ξ Her	ο Her	π Her	ρ Her	σ Her	τ Her	υ Her	φ Her	χ Her		ω Her		b Her	c Her	d Her	e Her	f Her	g Her	h Her	i Her		k Her	l Her	m Her	n Her	o Her		q Her	r Her	s Her	t Her	u Her		w Her	x Her	y Her	z Her	A Her
Hor	α Hor	β Hor	γ Hor	δ Hor		ζ Hor	η Hor		ι Hor		λ Hor	μ Hor	ν Hor
Hya	Alphard	β Hya	γ Hya	δ Hya	ε Hya	ζ Hya	η Hya	θ Hya	ι Hya	κ Hya	λ Hya	μ Hya	ν Hya	ξ Hya	ο Hya	π Hya	ρ Hya	σ Hya	τ¹ Hya τ² Hya	υ¹ Hya υ² Hya	φ¹ Hya φ² Hya φ³ Hya	χ¹ Hya χ² Hya	ψ Hya	ω Hya	a Hya	b¹ Hya b³ Hya									k Hya	l Hya	m Hya														A Hya		C Hya	D Hya	E Hya	F Hya	G Hya		I Hya							P Hya
Hyi	α Hyi	β Hyi	γ Hyi	δ Hyi	ε Hyi	ζ Hyi	η¹ Hyi η² Hyi	θ Hyi	ι Hyi	κ Hyi	λ Hyi	μ Hyi	ν Hyi			π¹ Hyi π² Hyi		σ Hyi	τ¹ Hyi τ² Hyi
Ind	α Ind	β Ind	γ Ind	δ Ind	ε Ind	ζ Ind	η Ind	θ Ind	ι Ind	κ¹ Ind κ² Ind		μ Ind	ν Ind		ο Ind	π Ind	ρ Ind
Lac	α Lac	β Lac
Leo	Regulus	Denebola	γ Leo	δ Leo	ε Leo	ζ Leo	η Leo	θ Leo	ι Leo	κ Leo	λ Leo	μ Leo	ν Leo	ξ Leo	ο Leo	π Leo	ρ Leo	σ Leo	τ Leo	υ Leo	φ Leo	χ Leo	ψ Leo	ω Leo		b Leo	c Leo	d Leo	e Leo	f Leo	g Leo	h Leo			k Leo	l Leo	m Leo	n Leo	o Leo	p¹ Leo p² Leo p³ Leo p⁴ Leo p⁵ Leo											A Leo
LMi		β LMi
Lep	α Lep	β Lep	γ Lep	δ Lep	ε Lep	ζ Lep	η Lep	θ Lep	ι Lep	κ Lep	λ Lep	μ Lep	ν Lep
Lib	α Lib	β Lib	γ Lib	δ Lib	ε Lib	ζ¹ Lib ζ² Lib ζ³ Lib ζ⁴ Lib	η Lib	θ Lib	ι¹ Lib ι² Lib	κ Lib	λ Lib	μ Lib	ν Lib	ξ¹ Lib ξ² Lib	ο Lib			σ Lib^{[lower-alpha 7]}	τ Lib	υ Lib
Lup	α Lup	β Lup	γ Lup	δ Lup	ε Lup	ζ Lup	η Lup	θ Lup	ι Lup	κ¹ Lup κ² Lup	λ Lup	μ Lup	ν¹ Lup ν² Lup	ξ¹ Lup ξ² Lup	ο Lup	π Lup	ρ Lup	σ Lup	τ¹ Lup τ² Lup	υ Lup	φ¹ Lup φ² Lup	χ Lup	ψ¹ Lup ψ² Lup	ω Lup	a Lup	b Lup	c Lup	d Lup	e Lup	f Lup	g Lup	h Lup	i Lup		k Lup
Lyn	α Lyn
Lyr	Vega	β Lyr	γ Lyr	δ¹ Lyr δ² Lyr	ε Lyr	ζ¹ Lyr ζ² Lyr	η Lyr	θ Lyr	ι Lyr	κ Lyr	λ Lyr	μ Lyr	ν¹ Lyr ν² Lyr
Men	α Men	β Men	γ Men	δ Men	ε Men	ζ Men	η Men	θ Men	ι Men	κ Men	λ Men	μ Men	ν Men	ξ Men		π Men
Mic	α Mic	β Mic	γ Mic	δ Mic	ε Mic	ζ Mic	η Mic	θ¹ Mic θ² Mic	ι Mic				ν Mic
Mon	α Mon	β Mon	γ Mon	δ Mon	ε Mon	ζ Mon
Mus	α Mus	β Mus	γ Mus	δ Mus	ε Mus	ζ¹ Mus ζ² Mus	η Mus	θ Mus	ι¹ Mus ι² Mus		λ Mus	μ Mus
Nor			γ¹ Nor γ² Nor	δ Nor	ε Nor	ζ Nor	η Nor	θ Nor	ι¹ Nor ι² Nor	κ Nor	λ Nor	μ Nor
Oct	α Oct	β Oct	γ¹ Oct γ² Oct γ³ Oct	δ Oct	ε Oct	ζ Oct	η Oct	θ Oct	ι Oct	κ Oct	λ Oct	μ¹ Oct μ² Oct	μ Oct	ξ Oct	ο Oct	π¹ Oct π² Oct	ρ Oct	σ Oct	τ Oct	υ Oct	φ Oct	χ Oct	ψ Oct	ω Oct
Oph	α Oph	β Oph	γ Oph	δ Oph	ε Oph	ζ Oph	η Oph	θ Oph	ι Oph	κ Oph	λ Oph	μ Oph	ν Oph	ξ Oph	ο Oph		ρ Oph	σ Oph	τ Oph	υ Oph	φ Oph	χ Oph	ψ Oph	ω Oph		b Oph	c Oph	d Oph^{[lower-alpha 8]}	e Oph	f Oph										p Oph											A Oph
Ori	Betelgeuse	Rigel	γ Ori	δ Ori	ε Ori	ζ Ori	η Ori	θ¹ Ori A θ¹ Ori B θ¹ Ori C θ¹ Ori D θ² Ori	ι Ori	κ Ori	λ Ori	μ Ori	ν Ori	ξ Ori	ο¹ Ori ο² Ori	π¹ Ori π² Ori π³ Ori π⁴ Ori π⁵ Ori π⁶ Ori	ρ Ori	σ Ori	τ Ori	υ Ori	φ Ori	χ¹ Ori χ² Ori	ψ Ori	ω Ori		b Ori	c Ori	d Ori	e Ori	f¹ Ori f² Ori	g Ori	h Ori	i Ori		k Ori	l Ori	m Ori	n¹ Ori n² Ori	o Ori	p Ori											A Ori
Pav	α Pav	β Pav	γ Pav	δ Pav	ε Pav	ζ Pav	η Pav	θ Pav	ι Pav	κ Pav	λ Pav	μ¹ Pav μ² Pav	ν Pav	ξ Pav	ο Pav	π Pav	ρ Pav	σ Pav	τ Pav	υ Pav	φ¹ Pav φ² Pav			ω Pav
Peg	α Peg	β Peg	γ Peg		ε Peg	ζ Peg	η Peg	θ Peg	ι Peg	κ Peg	λ Peg	μ Peg	μ Peg	ξ Peg	ο Peg	π¹ Peg π² Peg	ρ Peg	σ Peg	τ Peg	υ Peg	φ Peg	χ Peg	ψ Peg
Per	α Per	Algol	γ Per	δ Per	ε Per	ζ Per	η Per	θ Per	ι Per	κ Per	λ Per	μ Per	ν Per	ξ Per	ο Per	π Per	ρ Per	σ Per	τ Per		φ Per	7 Per^{[lower-alpha 9]}	ψ Per	ω Per		b Per	c Per	d Per	e Per	f Per	g Per	5 Per^{[lower-alpha 10]}	i Per		k Per	l Per	m Per	n Per	o Per												A Per
Phe	α Phe	β Phe	γ Phe	δ Phe	ε Phe	ζ Phe	η Phe	θ Phe	ι Phe	κ Phe	λ¹ Phe λ² Phe	μ Phe	ν Phe	ξ Phe		π Phe	ρ Phe	σ Phe	τ Phe	υ Phe	φ Phe	χ Phe	ψ Phe	ω Phe
Pic	α Pic	β Pic	γ Pic	δ Pic		ζ Pic	η¹ Pic η² Pic	θ Pic	ι Pic	κ Pic	λ Pic	μ Pic	ν Pic
Psc	α Psc	β Psc	γ Psc	δ Psc	ε Psc	ζ Psc	η Psc	θ Psc	ι Psc	κ Psc	λ Psc	μ Psc	ν Psc	ξ Psc	ο Psc	π Psc	ρ Psc	σ Psc	τ Psc	υ Psc	φ Psc	χ Psc	ψ¹ Psc ψ² Psc ψ³ Psc	ω Psc		b Psc	c Psc	d Psc	e Psc	f Psc	g Psc	h Psc	i Psc		k Psc	l Psc															A Psc
PsA	Fomalhaut	β PsA	γ PsA	δ PsA	ε PsA	ζ PsA	η PsA	θ PsA	ι PsA		λ PsA	μ PsA				π PsA			τ PsA	υ PsA
Pup						ζ Pup							ν Pup	ξ Pup	ο Pup	π Pup	ρ Pup	σ Pup	τ Pup			χ Pup			a Pup	b Pup	c Pup	d¹ Pup d² Pup d³ Pup d⁴ Pup	e Pup	f Pup		h¹ Pup h² Pup		j Pup	k Pup	l Pup	m Pup	n Pup	o Pup^{[lower-alpha 11]}	p Pup	q Pup	r Pup		t Pup		v¹ Pup v² Pup	w Pup	x Pup	y¹ Pup y² Pup y³ Pup	z Pup	A Pup		C Pup	D Pup	E Pup	F Pup	G Pup	H Pup	I Pup	J Pup		L¹ Pup L² Pup	M Pup	N Pup	O Pup	P Pup	Q Pup
Pyx	α Pyx	β Pyx	γ Pyx	δ Pyx	ε Pyx	ζ Pyx	η Pyx	θ Pyx		κ Pyx	λ Pyx
Ret	α Ret	β Ret	γ Ret	δ Ret	ε Ret	ζ Ret	η Ret	θ Ret	ι Ret	κ Ret
Sge	α Sge	β Sge	γ Sge	δ Sge	ε Sge	ζ Sge	η Sge	θ Sge
Sgr	α Sgr	β Sgr	γ² Sgr γ¹ Sgr	δ Sgr	ε Sgr	ζ Sgr	η Sgr^{[lower-alpha 12]}	θ Sgr	ι Sgr	κ Sgr	λ Sgr	μ Sgr	ν Sgr	ξ Sgr	ο Sgr	π Sgr	ρ Sgr	σ Sgr	τ Sgr	υ Sgr	φ Sgr	χ Sgr	ψ Sgr	ω Sgr		b Sgr	c Sgr	d Sgr	e¹ Sgr e² Sgr	f Sgr	g Sgr	h¹ Sgr h² Sgr																			A Sgr
Sco	Antares	β Sco		δ Sco	ε Sco	ζ¹ Sco ζ² Sco	η Sco	θ Sco	ι¹ Sco ι² Sco	κ Sco	λ Sco	μ¹ Sco μ² Sco	ν Sco	ξ Sco	ο Sco	π Sco	ρ Sco	σ Sco	τ Sco	υ Sco		χ Sco	ψ Sco	ω¹ Sco ω² Sco		b Sco	c¹ Sco c² Sco	d Sco					i Sco		k Sco																A Sco						G Sco^{[lower-alpha 13]}	H Sco^{[lower-alpha 14]}						N Sco^{[lower-alpha 15]}			Q Sco
Scl	α Scl	β Scl	γ Scl	δ Scl	ε Scl	ζ Scl	η Scl	θ Scl	ι Scl	κ Scl	λ Scl	μ Scl		ξ Scl		π Scl		σ Scl	τ Scl
Sct	α Sct	β Sct	γ Sct	δ Sct	ε Sct	ζ Sct	η Sct
Ser	α Ser	β Ser	γ Ser	δ Ser	ε Ser	ζ Ser	η Ser	θ Ser	ι Ser	κ Ser	λ Ser	μ Ser	ν Ser	ξ Ser	ο Ser	π Ser	ρ Ser	σ Ser	τ¹ Ser τ² Ser τ³ Ser τ⁴ Ser τ⁵ Ser τ⁶ Ser	υ Ser	φ Ser	χ Ser	ψ Ser	ω Ser		b Ser	c Ser	d Ser	e Ser																						A¹ Ser A² Ser
Sex	α Sex	β Sex	γ Sex	δ Sex	ε Sex
Tau	Aldebaran	β Tau^{[lower-alpha 16]}	γ Tau	δ Tau	ε Tau	ζ Tau	η Tau	θ Tau	ι Tau	κ Tau	λ Tau	μ Tau	ν Tau	ξ Tau	ο Tau	π Tau	ρ Tau	σ Tau	τ Tau	υ Tau	φ Tau	χ Tau	ψ Tau	ω Tau		b Tau	c Tau	d Tau	e Tau	f Tau		h Tau	i Tau		k Tau	l Tau	m Tau	n Tau	o Tau	p Tau	q Tau	r Tau	s Tau	t Tau	u Tau						A¹ Tau A² Tau
Tel	α Tel			δ Tel	ε Tel	ζ Tel	η Tel		ι Tel	κ Tel	λ Tel	μ Tel	ν Tel	ξ Tel			ρ Tel
Tri	α Tri	β Tri	γ Tri	δ Tri	ε Tri				ι Tri
TrA	α TrA	β TrA	γ TrA	δ TrA	ε TrA	ζ TrA	η TrA	θ TrA	ι TrA	κ TrA
Tuc	α Tuc	β Tuc	γ Tuc	δ Tuc	ε Tuc	ζ Tuc	η Tuc	θ Tuc	ι Tuc	κ Tuc	λ Tuc		ν Tuc	(47 Tuc)		π Tuc	ρ Tuc
UMa	α UMa	β UMa	γ UMa	δ UMa	ε UMa	Mizar	η UMa	θ UMa	ι UMa	κ UMa	λ UMa	μ UMa	ν UMa	ξ UMa	ο UMa	π¹ UMa π² UMa	ρ UMa	σ¹ UMa σ² UMa	τ UMa	υ UMa	φ UMa	χ UMa	ψ UMa	ω UMa		b UMa	c UMa	d UMa	e UMa	f UMa	Alcor	h UMa																			A UMa
UMi	Polaris	β UMi	γ UMi	δ UMi	ε UMi	ζ UMi	η UMi	θ UMi			λ UMi					π UMi
Vel			γ Vel	δ Vel						κ Vel	λ Vel	μ Vel			ο Vel						φ Vel		ψ Vel		a Vel	b Vel	c Vel	d Vel	e Vel	f Vel	g Vel	h Vel	i Vel		k Vel k¹ Vel	l Vel	m Vel	n Vel		p Vel	q Vel	r Vel	s Vel	t Vel	u Vel		w Vel	x Vel	y Vel	z Vel	A Vel	B Vel	C Vel	D Vel	E Vel	F Vel		H Vel	I Vel	J Vel	K Vel	L Vel	M Vel	N Vel	O Vel		Q Vel
Vir	Spica	β Vir	γ Vir	δ Vir	ε Vir	ζ Vir	η Vir	θ Vir	ι Vir	κ Vir	λ Vir	μ Vir	ν Vir	ξ Vir	ο Vir	π Vir	ρ Vir	σ Vir	τ Vir	υ Vir	φ Vir	χ Vir	ψ Vir	ω Vir		b Vir	c Vir	d¹ Vir d² Vir	e Vir	f Vir	g Vir	h Vir	i Vir		k Vir	l Vir	m Vir		o Vir	p Vir	q Vir								y Vir		A¹ Vir A² Vir												M Vir
Vol	α Vol	β Vol	γ Vol	δ Vol	ε Vol	ζ Vol	η Vol	θ Vol	ι Vol	κ Vol
Vul	α Vul

Notes

↑ Also designated Delta Pegasi (δ Pegasi, δ Peg) by Bayer, after Ptolemy – Bayer’s Uranometria and Bayer letters
↑ Moved across the border from Aquila into the constellation Delphinus in 1992
↑ Bayer also by mistake catalogued Xi Arietis under the name Psi Ceti (ψ Cet, ψ Ceti), which is no longer used – Bayer’s Uranometria and Bayer letters
↑ Moved across the border from Auriga into the constellation Lynx
↑ Also designated Psi Herculis (ψ Herculis, ψ Her) by Bayer, after Ptolemy – Bayer’s Uranometria and Bayer letters
↑ Bayer also by mistake catalogued Kappa Ceti under the name g Tauri, which is no longer used – Bayer’s Uranometria and Bayer letters
↑ Catalogued by Bayer as Gamma Scorpii (γ Sco, γ Scorpii), reassigned by Gould to Libra - Burnham, Robert (1978), Burnham's celestial handbook: an observer's guide to the universe beyond the Solar System, Dover Books on Astronomy, vol. 2 (2nd ed.), Courier Dover Publications, p. 1108, ISBN 0486235688.; Wagman, Morton (2003), Lost Stars, McDonald & Woodward, ISBN 0939923785
↑ Lacaille's Theta Telescopii (θ Tel, θ Telescopii) was reassigned to Ophiuchus – Star Tales – Telescopium
↑ Bayer's Chi Persei is NGC 884, the eastern cluster of the Double Cluster – Wagman, Morton (2003), Lost Stars, McDonald & Woodward, ISBN 0939923785
↑ Bayer's h Persei is NGC 869, the western cluster of the Double Cluster – Wagman, Morton (2003), Lost Stars, McDonald & Woodward, ISBN 0939923785
↑ The star originally designated o Puppis (Latin lower case 'o') is now generally called Omicron Puppis.
↑ Lacaille's Beta Telescopii (β Tel, β Telescopii) was reassigned to Sagittarius – Star Tales – Telescopium
↑ Lacaille's Gamma Telescopii (γ Tel, γ Telescopii) was reassigned to Scorpius – Star Tales – Telescopium
↑ Lacaille's Beta Normae (β Nor, β Normae) was reassigned to Scorpius – Star Tales – Norma
↑ Lacaille's Alpha Normae (α Nor, α Normae) was reassigned to Scorpius – Star Tales – Norma
↑ Also designated Gamma Aurigae (γ Aur, γ Aurigae) by Bayer, after Ptolemy – Bayer’s Uranometria and Bayer letters

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[1] Also designated Delta Pegasi (δ Pegasi, δ Peg) by Bayer, after Ptolemy – Bayer’s Uranometria and Bayer letters

[2] Moved across the border from Aquila into the constellation Delphinus in 1992

[3] Bayer also by mistake catalogued Xi Arietis under the name Psi Ceti (ψ Cet, ψ Ceti), which is no longer used – Bayer’s Uranometria and Bayer letters

[4] Moved across the border from Auriga into the constellation Lynx

[5] Also designated Psi Herculis (ψ Herculis, ψ Her) by Bayer, after Ptolemy – Bayer’s Uranometria and Bayer letters

[6] Bayer also by mistake catalogued Kappa Ceti under the name g Tauri, which is no longer used – Bayer’s Uranometria and Bayer letters

[7] Catalogued by Bayer as Gamma Scorpii (γ Sco, γ Scorpii), reassigned by Gould to Libra - Burnham, Robert (1978), Burnham's celestial handbook: an observer's guide to the universe beyond the Solar System, Dover Books on Astronomy, vol. 2 (2nd ed.), Courier Dover Publications, p. 1108, ISBN 0486235688.; Wagman, Morton (2003), Lost Stars, McDonald & Woodward, ISBN 0939923785

[8] Lacaille's Theta Telescopii (θ Tel, θ Telescopii) was reassigned to Ophiuchus – Star Tales – Telescopium

[9] Bayer's Chi Persei is NGC 884, the eastern cluster of the Double Cluster – Wagman, Morton (2003), Lost Stars, McDonald & Woodward, ISBN 0939923785

[10] Bayer's h Persei is NGC 869, the western cluster of the Double Cluster – Wagman, Morton (2003), Lost Stars, McDonald & Woodward, ISBN 0939923785

[11] The star originally designated o Puppis (Latin lower case 'o') is now generally called Omicron Puppis.

[12] Lacaille's Beta Telescopii (β Tel, β Telescopii) was reassigned to Sagittarius – Star Tales – Telescopium

[13] Lacaille's Gamma Telescopii (γ Tel, γ Telescopii) was reassigned to Scorpius – Star Tales – Telescopium

[14] Lacaille's Beta Normae (β Nor, β Normae) was reassigned to Scorpius – Star Tales – Norma

[15] Lacaille's Alpha Normae (α Nor, α Normae) was reassigned to Scorpius – Star Tales – Norma

[16] Also designated Gamma Aurigae (γ Aur, γ Aurigae) by Bayer, after Ptolemy – Bayer’s Uranometria and Bayer letters

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See also

Notes