AbstractWe resolve some conjectures concerning the zeros tn of the solution f of the initial value problem f′(t)=−f(qt), 0<q<1, f(0)=1. In particular, limn→∞tn+1/tn=1/q
AbstractWe introduce a new mollifier and apply the method of Levinson and Conrey to prove that at le...
El teorema de Rouché es utilizado para estudiar los ceros de una función dentro de un contorno conoc...
AbstractWe present a new method to study the zeros of an entire function f(x)=∑n⩾0Anxn by associatin...
AbstractWe resolve some conjectures concerning the zeros tn of the solution f of the initial value p...
AbstractIn this paper sufficient conditions are given for uniform boundedness and convergence to zer...
AbstractPositive solutions are established for the singular second-order boundary value problem[form...
AbstractThe differential equation in the title has (essentially) one analytic solution y(t, q). Cont...
AbstractWe prove the existence of positive solutions to the boundary value problems[formula]where Ω ...
AbstractWe give some new results concerning the functional equation f(x+y)+f(f(x)+f(y))=f[f(x+f(y))+...
The bivariate series $\theta (q,x):=\sum _{j=0}^{\infty}q^{j(j+1)/2}x^j$ defines a {\em partial thet...
summary:The zeros $c_k(\nu )$ of the solution $z(t, \nu )$ of the differential equation $z^{\prime \...
AbstractIn this paper, we prove that for a functionf(z) analytic in C\{x∈R:x≥1} such that (1−z)f(z)→...
AbstractExplicit lower bounds for the proportion of zeros of the derivatives of Riemann's xi-functio...
AbstractLet 0 < γ1 ≤ γ2 ≤ … be the imaginary part of the zeros, λ = limn(γn − γn − 1)(logγn2π) and μ...
summary:The paper describes asymptotic properties of a strongly nonlinear system $\dot{x}=f(t,x)$, $...
AbstractWe introduce a new mollifier and apply the method of Levinson and Conrey to prove that at le...
El teorema de Rouché es utilizado para estudiar los ceros de una función dentro de un contorno conoc...
AbstractWe present a new method to study the zeros of an entire function f(x)=∑n⩾0Anxn by associatin...
AbstractWe resolve some conjectures concerning the zeros tn of the solution f of the initial value p...
AbstractIn this paper sufficient conditions are given for uniform boundedness and convergence to zer...
AbstractPositive solutions are established for the singular second-order boundary value problem[form...
AbstractThe differential equation in the title has (essentially) one analytic solution y(t, q). Cont...
AbstractWe prove the existence of positive solutions to the boundary value problems[formula]where Ω ...
AbstractWe give some new results concerning the functional equation f(x+y)+f(f(x)+f(y))=f[f(x+f(y))+...
The bivariate series $\theta (q,x):=\sum _{j=0}^{\infty}q^{j(j+1)/2}x^j$ defines a {\em partial thet...
summary:The zeros $c_k(\nu )$ of the solution $z(t, \nu )$ of the differential equation $z^{\prime \...
AbstractIn this paper, we prove that for a functionf(z) analytic in C\{x∈R:x≥1} such that (1−z)f(z)→...
AbstractExplicit lower bounds for the proportion of zeros of the derivatives of Riemann's xi-functio...
AbstractLet 0 < γ1 ≤ γ2 ≤ … be the imaginary part of the zeros, λ = limn(γn − γn − 1)(logγn2π) and μ...
summary:The paper describes asymptotic properties of a strongly nonlinear system $\dot{x}=f(t,x)$, $...
AbstractWe introduce a new mollifier and apply the method of Levinson and Conrey to prove that at le...
El teorema de Rouché es utilizado para estudiar los ceros de una función dentro de un contorno conoc...
AbstractWe present a new method to study the zeros of an entire function f(x)=∑n⩾0Anxn by associatin...
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