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Rice, General interior Hermite collocation methods for second order elliptic partial differential equations , Appl.. Rice, On the iterative solution of Hermite

Some new oscillation and nonoscillation criteria are given for linear delay or advanced differential equations with variable coef- ficients and not (necessarily) constant delays

they applied the criteria to show the existence of periodic and almost periodic solutions for some partial functional differential equations with infinite delay and some

Kusano, Oscillation properties of first order nonlinear functional differ- ential equations of neutral type, Differential Integral Equations 4 (1991), 425–436.

Stability properties of positive stationary solutions to local partial differential equations with delay are studied.. The results are ap- plied to equations with not necessarily

Agarwal, Oscillation theorems for second order nonlinear neutral delay dynamic equations on time scales, Acta.Math.Sinica, English Series, 24 (2007), 1409-1432. Sahiner, Oscillation

Dahiya, Oscillation of solutions of arbitrary order neutral functional differential equations with forcing terms, World Congress of Nonlinear Analysis ’92 (Tampa, FL.. Yu,

∂ 2 ); this representation allows them to reduce the controllability of this partial differential equation with delay to a family of ordinary delay equations and prove the main