On Borel removable sets of entire and meromorphic functions (Q1209061)

Let \(f,g,h\), and \(k\) be entire transcendental functions of finite order. The authors explore conditions on the order and lower order of these functions which determine the behaviour of ratios such as \((\log\log M(r,f\circ g))/(\log\log M(r^ A,f\circ h))\) for \(A>0\) or \((T(r,h\circ k))/(T(r,f\circ g))\) as \(r\to \infty\).