Greek Letters in Math (Advanced)

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Can you name the Greek letters from their mathematical uses?

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in number theory, the sum of the divisors of a positive integer
the least ordinal which the reals cannot map onto surjectively
number of positive integers less than and coprime to a given integer
commonly used to denote complex numbers, especially roots of unity
Lagrange multipliers in calculus, or eigenvalues in linear algebra
change in a quantity, usually as it relates to change in another quantity
in graph theory, the smallest degree of any vertex in a graph
commonly used to denote a plane angle in Euclidean geometry
the connectivity of a graph, or the local connectivity of two vertices
the Möbius function, which always takes on a value of -1, 0, or 1
representation of a group, or radius in spherical polar coordinates
character in representation theory, or chromatic number in graph theory
the function whose zeroes are the subject of the Reimann hypothesis
twice the arcsine of 1, or the number of primes less than a given number
coefficient of the imaginary component of a complex number
a summation, has a subscript and sometimes a superscript
the limit of the ratios of successive terms in the Fibonacci sequence
the independent variable for the Fourier transform of a function
coefficient of the real component of a complex number
the polygamma function, or the reciprocal Fibonacci constant
extension of the factorial function to complex numbers
an arbitrarily small positive quantity, used by Erdős to refer to children

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