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.

Contents: 

• A
• B
• C
• D
• E
• F
• G
• H
• I
• L
• M
• N
• O
• P
• R
• S
• T
• U
• V
• See also
• Notes

	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	β Ant [1]	γ Ant [1]	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	γ Aur [lower-alpha 4]	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 5]	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 6]	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	ε Cae [2]	ζ Cae					λ Cae		ν Cae
Cam	α Cam	β Cam	γ 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	ρ CMa [3]	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 7] 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	ψ Cet [lower-alpha 8]
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				η Com [4]
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	ψ Her [lower-alpha 9]	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	γ Lac [5]	δ Lac [5]
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 10]	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	α Nor [lower-alpha 11]	β Nor [lower-alpha 12]	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 13]	e Oph  [ pt ]	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	δ Peg [lower-alpha 14]	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	υ Per [lower-alpha 15]	φ Per	7 Per [lower-alpha 16]	ψ Per	ω Per		b Per	c Per	d Per	e Per	f Per	g Per	5 Per [lower-alpha 17]	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 18]	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 19]	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	γ Sco [lower-alpha 20]	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 21]	H Sco [lower-alpha 22]						N Sco [lower-alpha 23]			Q Sco
Scl	α Scl	β Scl	γ Scl	δ Scl	ε Scl	ζ Scl	η Scl	θ Scl	ι Scl	κ Scl	λ1 Scl λ2 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 24]	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	β Tel [lower-alpha 25]	γ Tel [lower-alpha 26]	δ Tel	ε Tel	ζ Tel	η Tel	θ Tel [lower-alpha 27]	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	λ1 Tuc λ2 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					π1 UMi π2 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

References

1. "Antlia" . Retrieved 16 October 2024.
2. "Caelum" . Retrieved 16 October 2024.
3. "Rho Canis Majoris" . Retrieved 23 October 2024.
4. "Coma Berenices" . Retrieved 16 October 2024.
5. "Exploring the wonder of the Lacerta constellation: A guid to observing from Ireland" . Retrieved 15 October 2024.

See also

• Greek alphabet
• List of constellations
• Table of stars with Flamsteed designations

Notes

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. Also designated as Beta Tauri (β Tau)
5. Now included in the constellation Lynx
6. Also designated Psi Herculis (ψ Herculis, ψ Her) by Bayer, after Ptolemy – Bayer’s Uranometria and Bayer letters
7. Bayer also by mistake catalogued Kappa Ceti under the name g Tauri, which is no longer used – Bayer’s Uranometria and Bayer letters
8. Also designated as Xi Arietis (ξ Ari)
9. Also designated as Nu² Boötis (ν² Boo)
10. 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
11. Now known as N Scorpii
12. Now known as H Scorpii
13. Lacaille's Theta Telescopii (θ Tel, θ Telescopii) was reassigned to Ophiuchus – Star Tales – Telescopium
14. Also designated as Alpha Andromedae (α And)
15. Now included in the constellation Andromeda
16. Bayer's Chi Persei is NGC 884, the eastern cluster of the Double Cluster – Wagman, Morton (2003), Lost Stars, McDonald & Woodward, ISBN   0939923785
17. Bayer's h Persei is NGC 869, the western cluster of the Double Cluster – Wagman, Morton (2003), Lost Stars, McDonald & Woodward, ISBN   0939923785
18. The star originally designated o Puppis (Latin lower case 'o') is now generally called Omicron Puppis.
19. Lacaille's Beta Telescopii (β Tel, β Telescopii) was reassigned to Sagittarius – Star Tales – Telescopium
20. Also designated as Sigma Librae (σ Lib)
21. Lacaille's Gamma Telescopii (γ Tel, γ Telescopii) was reassigned to Scorpius – Star Tales – Telescopium
22. Lacaille's Beta Normae (β Nor, β Normae) was reassigned to Scorpius – Star Tales – Norma
23. Lacaille's Alpha Normae (α Nor, α Normae) was reassigned to Scorpius – Star Tales – Norma
24. Also designated Gamma Aurigae (γ Aur, γ Aurigae) by Bayer, after Ptolemy – Bayer’s Uranometria and Bayer letters
25. Also designated as Eta Sagittarii (η Sgr)
26. Now known as G Scorpii
27. Also designated as d Ophiuchi (d Oph)