On the Distribution of the Values of Certain Functions |
Contents
On a generalization of Turáns main theorems | 20 |
Some theorems on general exponential polynomials | 37 |
On the maximal absolute value of a general | 47 |
3 other sections not shown
Common terms and phrases
2e m+o 8e m+2n a₁ apply arbitrary numbers b₁ basic lemma c-values Cauchy's inequality chapter complex numbers define denote differentiaalvergelijking disk C(0 disk C(zo disk of radius distinct and non-zero entire functions exists an integer exp w₁z exponential polynomial exponential sums formula function holomorphic Furthermore getal getallen Hence holomorphic homogeneous linear differential inequality integer kj(E Let P1 linear differential equations log max log RA max F(z max i=1 natuurlijke non-constant solution non-negative integer notation number and let number of zeros obtain P₁ P₂ Poorten's positive integer positive number proefschrift proved R₁ R₂ real number respective degrees second main theorem st+s+t Suppose theorem 1.2 theorem of Turán Turán Turán's second main u-w₁ upper bound w₁ zijn α α Σ Σ