Algebroid function
From HandWiki
In mathematics, an algebroid function is a solution of an algebraic equation whose coefficients are analytic functions. So y(z) is an algebroid function if it satisfies
- [math]\displaystyle{ a_d(z)y^d+\ldots+a_0(z)=0, }[/math]
where [math]\displaystyle{ a_k(z) }[/math] are analytic. If this equation is irreducible then the function is d-valued, and can be defined on a Riemann surface having d sheets.
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