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Gauss was interested in binary quadratic forms, which are polynomials ax2+bxy+cy2, where a, b, and c are integers.
where a, b, c ∈ G.
where a, b, m are some parameters.
where a, b, c < 0 are parameters.
where a, b ∈ R are constants.
where A, B ∈ V and w ∈ Σ.
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where A = b − a β and B = b − a α.
where [ a, b ] refers to a finite interval and D is an arbitrary constant.
Let λ be a constant satisfying a ≤ λ ≤ b, where [ a, b ] ⊂ ( 0, 2 α ).
(An ellipse where a = b is in fact a circle).
where a < b < 0 are two constants.
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