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63 Cards in this Set
- Front
- Back
α |
Alpha |
|
β |
Beta |
|
γ |
Gamma |
|
δ |
Delta |
|
ε |
Epsilon |
|
ζ |
Zeta (zay-tah) |
|
η |
Eta (ay-tah) |
|
θ |
Theta |
|
ι |
Iota (ee-o-tah) |
|
κ |
Kappa |
|
λ |
Lambda |
|
μ |
Mu (mew, meew) |
|
ν |
Nu (noo,new) |
|
ξ |
Xi (zzEYE) |
|
ο |
Omicron |
|
π |
Pi |
|
ρ |
Rho |
|
σ |
Sigma |
|
τ |
Tau |
|
υ |
Upsilon |
|
φ |
Phi (fie, fEYE) |
|
χ |
Chi (kEYE) |
|
ψ |
Psi (sigh) |
|
ω |
Omega (o-mey-gah) |
|
Α |
Alpha |
|
Β |
Beta |
|
Γ |
Gamma |
|
Δ |
Delta |
|
Ε |
Epsilon |
|
Ζ |
Zeta (zay-tah) |
|
Η |
Eta(ay-tah) |
|
Θ |
Theta |
|
Ι |
Iota (ee-o-tah) |
|
Κ |
Kappa |
|
Λ |
Lambda |
|
Μ |
Mu (mew, meew) |
|
Ν |
Nu (new, knew, noo) |
|
Ξ |
Xi (zzEYE) |
|
Ο |
Omicron |
|
Π |
Pi |
|
Ρ |
Rho |
|
Σ |
Sigma |
|
Τ |
Tau |
|
Υ |
Upsilon |
|
Φ |
Phi (fie, fEYE) |
|
Χ |
Chi (kEYE) |
|
Ψ |
Psi (sigh) |
|
Ω |
Omega |
|
∇ |
Nabla |
|
∂ |
partial derivative |
|
≡ |
identical to |
|
≜ |
equal by definition |
|
:= |
equal by definition |
|
∝ |
proportional to |
|
≪ |
much less than |
|
≫ |
much greater than |
|
∙ |
scalar product |
|
× |
vector product |
|
⊗ |
tensor product |
|
∀ |
for all |
|
∃ |
there exists |
|
∴ |
therefore |
|
∵ |
because, since |