For discrete sets with angular density Delta of order rho in entire function spaces satisfying a regularity condition, a type-minimizing measure with less than 2 rho masses exists, and for rho=2 the critical uniqueness type is determined geometrically.
L.A certain theorem that is connected with the growth of entire functions of entire order, Izv
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Uniqueness sets with angular density for spaces of entire functions, III: how to minimize the type
For discrete sets with angular density Delta of order rho in entire function spaces satisfying a regularity condition, a type-minimizing measure with less than 2 rho masses exists, and for rho=2 the critical uniqueness type is determined geometrically.