title: Tabella delle stelle della nomenclatura di Bayer
text: # Tabella delle stelle della nomenclatura di Bayer
  
  La seguente tabella elenca tutte le stelle della Nomenclatura di Bayer designate da lettere greche.
  
  Se esistente al posto della suddetta denominazione viene riportato il nome comune (ad esempio Aldebaran al posto di Alfa Tauri). Le abbreviazioni sono segnate negli altri casi (ad esempio ε And al posto di Epsilon Andromedae).
  
  | | α | β | γ | δ | ε | ζ | η | θ | ι | κ | λ | μ | ν | ξ | ο | π | ρ | σ | τ | υ | φ | χ | ψ | ω |
  | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - |
  | And | Alpheratz (δ Peg) | Mirach | Almach | Sadiradra | 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 |
  | Ant | α Ant | | | δ Ant | ε Ant | ζ Ant | η Ant | θ Ant | ι Ant | | | | | | | | | | | | | | | |
  | Aps | α Aps | β Aps | γ Aps | δ Aps | ε Aps | ζ Aps | η Aps | θ Aps | ι Aps | κ Aps | | | | | | | | | | | | | | |
  | Aqr | Sadalmelik | Sadalsuud | Sadachbia | Skat | Albali | Sadaltager | Hydria | θ Aqr | ι Aqr | κ Aqr | Hydor | Albulaan (μ) | Albulaan (ν) | Bunda | Kae Uh | Seat | ρ Aqr | σ Aqr | $τ^1$ Aqr $τ^1$ Aqr | υ Aqr | φ Aqr | χ Aqr | $ψ^1$ Aqr $ψ^2$ Aqr $ψ^3$ Aqr | $ω^1$ Aqr $ω^2$ Aqr |
  | Aql | Altair | Alshain | Tarazed | Denebokab | Deneb el Okab Borealis | Deneb Al Okab Australis | Bezek | Tseen Foo | Al Thalimain Posterior | Kappa Aquilae | Al Thalimain Prior | μ Aql | ν Aql | ξ Aql | ο Aql | π Aql | Tso Ke | σ Aql | τ Aql | υ Aql | φ Aql | χ Aql | ψ Aql | ω Aql |
  | Ara | α Ara | β Ara | γ Ara | δ Ara | ε Ara | ζ Ara | η Ara | θ Ara | ι Ara | κ Ara | λ Ara | μ Ara | ν Ara | | | π Ara | | σ Ara | | υ Ara | | | | |
  | Ari | Hamal | Sheratan | Mesarthim | Botein | ε Ari | Al Buṭain | η Ari | θ Ari | ι Ari | κ Ari | λ Ari | μ Ari | ν Ari | ξ Ari | ο Ari | π Ari | ρ Ari | σ Ari | τ Ari | | | | | |
  | Aur | Capella | Menkalinan | Elnath (β Tau) | δ Aur | Almaaz | Haedi (I) | Haedi II | Bogardus | Al Kab | κ Aur | Al Hurr | Al Ḣibā | ν Aur | ξ Aur | ο Aur | π Aur | ρ Aur | σ Aur | τ Aur | υ Aur | φ Aur | χ Aur | ψ Aur | |
  | Boo | Arturo | Nekkar | Seginus | Princeps | Izar | ζ Boo | Mufrid | Asellus Primus | ι Boo | Asellus Tertius | Al Aulād al Dhiʼbah | Alkalurops | ν Boo | ξ Boo | ο Boo | π Boo | ρ Boo | σ Boo | τ Boo | υ Boo | φ Boo | χ Boo | ψ Boo | ω Boo |
  | Cae | α Cae | β Cae | γ Cae | δ Cae | | ζ Cae | | | | | λ Cae | | ν Cae | | | | | | | | | | | |
  | Cam | α Cam | β Cam | γ Cam | | | | | | | | | | | | | | | | | | | | | |
  | Cnc | Acubens | Al Tarf | Asellus Borealis | Asellus Australis | ε Cnc | ζ Cnc | η Cnc | θ Cnc | ι Cnc | κ Cnc | λ Cnc | μ Cnc | ν Cnc | ξ Cnc | ο Cnc | π Cnc | ρ Cnc | σ Cnc | τ Cnc | υ Cnc | φ Cnc | χ Cnc | ψ Cnc | ω Cnc |
  | CVn | Cor Caroli | β CVn | | | | | | | | | | | | | | | | | | | | | |
  | CMa | Sirio | Mirzam | Muliphein | Wezen | Adhara | Furud | Aludra | θ CMa | ι CMa | κ CMa | λ CMa | | $ν^1$ CMa $ν^2$ CMa $ν^3$ CMa | $ξ^1$ CMa $ξ^2$ CMa | ο CMa | π CMa | | σ CMa | τ CMa | | | | | ω CMa |
  | CMi | Procione | Gomeisa | γ CMi | δ CMi | ε CMi | ζ CMi | η CMi | | | | | | | | | | | | | | | | | |
  | Cap | Algedi | β Cap | Nashira | Deneb Algedi | ε Cap | ζ Cap | η Cap | θ Cap | ι Cap | κ Cap | λ Cap | μ Cap | ν Cap | ξ Cap | ο Cap | π Cap | ρ Cap | σ Cap | τ Cap | υ Cap | φ Cap | χ Cap | ψ Cap | ω Cap |
  | Car | Canopo | Miaplacidus | | | Avior | | η Car | θ Car | Aspidiske | | | | | | | | | | | υ Car | | χ Car | | ω Car |
  | Cas | Shedir | β Cas | γ Cas | δ Cas | Segin | 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 | υ Cas | φ Cas | χ Cas | ψ Cas | ω Cas |
  | Cen | Rigel Ken. | Hadar | γ Cen | δ Cen | ε Cen | ζ Cen | η Cen | θ Cen | ι Cen | κ Cen | λ Cen | μ Cen | ν Cen | ξ Cen | ο Cen | π Cen | ρ Cen | σ Cen | τ Cen | υ Cen | φ Cen | χ Cen | ψ Cen | ω Cen |
  | Cep | Alderamin | β Cep | Alrai | δ Cep | | ζ Cep | | | | | | μ Cep | | ξ Cep | | | | | | | | | | |
  | Cet | Menkab | Deneb Kaitos | Kaffaljidhma | δ Cet | | Baten Kaitos | Deneb Algenubi | θ Cet | ι Cet | | | | | | Mira | π Cet | | | τ Cet | υ Cet | | | | |
  | Cha | α Cha | | | | | | | | | | | | | | | | | | | | | | | |
  | Cir | α Cir | | | | | | | | | | | | | | | | | | | | | | | |
  | Col | Phakt | β Col | γ Col | δ Col | ε Col | | η Col | θ Col | | κ Col | λ Col | μ Col | | ξ Col | ο Col | | | σ Col | | | | | | |
  | Com | α Com | β Com | | | | | | | | | | | | | | | | | | | | | | |
  | CrA | Alfecca Meridiana | | | | | | | | | | | | | | | | | | | | | | | |
  | CrB | Gemma | Nusakan | | | | | | | | | | | | | | | ρ CrB | | | | | | | |
  | Crv | Alchiba | β Crv | γ Crv | δ Crv | ε Crv | | | | | | | | | | | | | | | | | | | |
  | Crt | Alches | Al Sharafis | γ Crt | Labrum | ε Crt | ζ Crt | η Crt | θ Crt | ι Crt | κ Crt | λ Crt | | | | | | | | | | | ψ Crt | | |
  | Cru | Acrux | Mimosa | Gacrux | δ Cru | ε Cru | ζ Cru | η Cru | | ι Cru | κ Cru | λ Cru | μ Cru | | | | | | | | | | | | |
  | Cyg | Deneb | Albireo | Sadr | δ Cyg | ε Cyg | | | θ Cyg | | | | | | | | | | | | | | χ Cyg | | |
  | Del | Sualucin | Rotanev | γ Del | | ε Del | | | | | | | | | | | | | | | | | | | |
  | Dor | α Dor | β Dor | γ Dor | δ Dor | | ζ Dor | | | | | | | | | | | | | | | | | |
  | Dra | Thuban | Rastaban | Eltanin | δ Dra | ε Dra | ζ Dra | | | ι Dra | κ Dra | λ Dra | Arrakis | ν Dra | ξ Dra | | | | σ Dra | | | | χ Dra | ψ Dra | |
  | Equ | α Equ | | | δ Equ | | | | | | | | | | | | | | | | | | | | |
  | Eri | Achernar | Cursa | Zaurak | Rana | ε Eri | | Azha | Acamar | | | | | | | ο Eri $ο^2$ Eri | | | | τ Eri | | | | | |
  | For | Dalim | | | | | | | | | | | | | | | | | | | | | | | ω For |
  | Gem | Castore | Polluce | Alhena | Wasat | Mebsuta | Mekbuda | Tejat Prior | θ Gem | Propus | Tseih Tsing | λ Gem | Tejat Posterior | ν Gem | Alzirr | ο Gem | π Gem | ρ Gem | σ Gem | τ Gem | υ Gem | φ Gem | χ Gem | | ω Gem |
  | Gru | Al Na'ir | β Gru | γ Gru | | | | | | | | | | | | | | | | | | | | | |
  | Her | Ras Algethi | β Her | γ Her | δ Her | | ζ Her | | | | | λ Her | μ Her | | | | | | | | | | | | ω Her |
  | Hor | α Hor | | | | | | | | ι Hor | | | | | | | | | | | | | | | |
  | Hya | Alphard | | γ Hya | δ Hya | ε Hya | ζ Hya | | | | | | | ν Hya | | | π Hya | | σ Hya | τ Hya | | | | | |
  | Hyi | Testa dell'Idro | β Hyi | | | | | | | | | | | | | | | | | | | | | | |
  | Ind | Il Persiano | | | | ε Ind | | | | | | | | | | | | | | | | | | | |
  | Lac | α Lac | β Lac | | | | | | | | | | | | | | | | | | | | | | |
  | Leo | Regolo | Denebola | γ Leo | δ Leo | ε Leo | Adhafera | η Leo | θ Leo | ι Leo | κ Leo | λ Leo | Rasalas | | | ο Leo | | ρ Leo | σ Leo | | | | | | |
  | LMi | | | | | | | | | | | | | | | | | | | | | | | | |
  | Lep | Arneb | Nihal | γ Lep | | ε Lep | ζ Lep | | | | | | μ Lep | | | | | | | | | | | | |
  | Lib | Zubenelgenubi | β Lib | γ Lib | δ Lib | | | | | | | | | | | | | | σ Lib | τ Lib | υ Lib | | | | |
  | Lup | Kabbab | β Lup | γ Lup | δ Lup | | | | | | | | | | | | | | | | | | | | |
  | Lyn | Elvashak | | | | | | | | | | | | | | | | | | | | | | | |
  | Lyr | Vega | Sheliak | γ Lyr | | La doppia doppia | | η Lyr | | | | | μ Lyr | | | | | | | | | | | | |
  | Men | α Men | | | | | | | | | | | | | | | | | | | | | | | |
  | Mic | | | | | | | | | | | | | | | | | | | | | | | | |
  | Mon | α Mon | | | | | | | | | | | | | | | | | | | | | | | |
  | Mus | Myia | | | | | | | | | | | | | | | | | | | | | | | |
  | Nor | | | | | | | | | | | | | | | | | | | | | | | | |
  | Oct | α Oct | β Oct | γ Oct | δ Oct | ε Oct | ζ Oct | η Oct | θ Oct | ι Oct | κ Oct | λ Oct | μ Oct | ν Oct | ξ Oct | ο Oct | π Oct | ρ Oct | Polare Australe | τ Oct | υ Oct | φ Oct | χ Oct | ψ Oct | ω Oct |
  | Oph | Ras Alhague | Alrai | γ Oph | δ Oph | ε Oph | ζ Oph | Sabik | θ Oph | | κ Oph | λ Oph | | ν Oph | | | | | | | | | | | |
  | Ori | Betelgeuse | Rigel | Bellatrix | Mintaka | Alnilam | Alnitak | Algjebbah | Trapezio | Na'ir al Saif | Saiph | Heka | | | | | Scudo di Orione | | σ Ori | | Thabit | φ Ori | χ Ori | | |
  | Pav | Peacock | | γ Pav | δ Pav | | | | | | | | | | | | | | | | | | | |
  | Peg | Markab | Scheat | Algenib | Alpheratz (α And) | Enif | Homam | Matar | θ Peg | | κ Peg | | μ Peg | | | | | | | τ Peg | | | | | |
  | Per | Mirfak | Algol | γ Per | δ Per | ε Per | Menkib | η Per | | ι Per | κ Per | | | ν Per | ξ Per | ο Per | π Per | ρ Per | | | | | NGC 884 | | ω Per |
  | Phe | Ankaa | | | | | | | | | | | | ν Phe | | | | | | | | | | |
  | Pic | α Pic | β Pic | | | | | | θ Pic | | | | | | | | | | | | | | | | |
  | Psc | Alrisha | β Psc | | | | | η Psc | | | | | | | | ο Psc | | | | | | | | | |
  | PsA | Fomalhaut | β PsA | γ PsA | Aboras | ε PsA | ζ PsA | η PsA | θ PsA | ι PsA | | λ PsA | μ PsA | | | | π PsA | | | τ PsA | υ PsA | | | | |
  | Pup | | | | | | Naos | | | | | | | | Asmidiske | | π Pup | | σ Pup | | | | | | |
  | Pyx | Al Sumut | | | | | | | | | | | | | | | | | | | | | | | |
  | Ret | | | | | ε Ret | ζ Ret | | | | | | | | | | | | | | | | | | |
  | Sge | Sham | β Sge | γ Sge | δ Sge | ε Sge | ζ Sge | η Sge | θ Sge | | | | | | | | | | | | | | | | |
  | Sgr | Rukbat | β Sgr | γ Sgr | δ Sgr | ε Sgr | ζ Sgr | η Sgr | 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 |
  | Sco | Antares | Graffias | Sigma Librae | δ Sco | ε Sco | | η Sco | Sargas | $ι^1$ Sco $ι^2$ Sco | Girtab | Shaula | $μ^1Sco$ $μ^2Sco$ | Jabbah | ξ Sco | ο Sco | π Sco | ρ Sco | σ Sco | τ Sco | Lesath | | χ Sco | ψ Sco | $ω^1$ Sco $ω^2$ 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 | Ioannina | β Sct | γ Sct | δ Sct | ε Sct | ζ Sct | η Sct | | | | | | | | | | | | | | | | | |
  | Ser | Unukalhai | 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 | τ Ser | υ Ser | φ Ser | χ Ser | ψ Ser | ω Ser |
  | Sex | α Sex | β Sex | γ Sex | δ Sex | ε Sex | | | | | | | | | | | | | | | | | | | |
  | Tau | Aldebaran | Elnath (γ Aur) | γ Tau | δ Tau | Ain | ζ Tau | Alcyone | $θ^1$ Tau $θ^2$ 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 |
  | 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 | Deltotum | β Tri | γ Tri | δ Tri | ε Tri | | | | | | | | | | | | | | | | | | | |
  | TrA | Atria | 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 Tucanae | | π Tuc | ρ Tuc | | | | | | | |
  | UMa | Dubhe | Merak | Phecda | Megrez | Alioth | Mizar | Alkaid | θ UMa | Talitha Borealis | κ UMa | λ UMa | Tania Australis | Alula Borealis | Alula Australis | Muscida | π UMa | ρ UMa | σ UMa | τ UMa | υ UMa | | χ UMa | Ta Tsun | ω UMa |
  | UMi | Polaris | Kochab | Pherkad | Yildun | Urodelus | Alifa al Farkadain | η UMi | θ UMi | | | λ UMi | | | | | π UMi | | | | | | | | |
  | Vel | | | Regor | Koo She | | | | | | Markab | Suhail | µ Vel | | | ο Vel | | | | | | π Vel | | Ψ Vel | |
  | Vir | Spica | Zavijava | Porrima | δ Vir | Vindemiatrix | ζ Vir | Zaniah | 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 | π Vir | χ Vir | Ψ Vir | ω Vir |
  | Vol | α Vol | β Vol | γ Vol | δ Vol | ε Vol | ζ Vol | η Vol | θ Vol | ι Vol | κ Vol | | | | | | | | | | | | | | |
  | Vul | Anser | | | | | | | | | | | | | | | | | | | | | | | |
  