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The main purpose of this paper is to extend the work concerning the measures of growth of an entire function solution of the generalized axially symmetric Helmholtz equation ∂2u/∂x2+∂2u/∂y2+(2μ/y)(∂u/∂y)=0, μ>0, by studying the general measures of growth ((p,q)-order, lower (p,q)-order, (p,q)-type, and lower (p,q)-type) in terms of coefficients |an|/Γ(n+μ+1) and the ratios of these successive coefficients.

( p , q ) -Growth of an Entire GASHE Function and the Coefficient βn = |an|/Γ(n+μ+1)