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Meanwhile, the uniqueness of almost periodic solutions to the second order neutral delay differential equations of the form (1) was studied in depth [9, 10].
The asymptotic formulas of solutions to the second order equation (1.6) are presented in [[4], Chapter III, Section 16] and to (1.7) with a delay τ ( t ) summable on the semiaxis in [10, 11].
The existence of locally smooth solutions to the second boundary value problem for generated prescribed Jacobian equations is treated in [16] under conditions A1, A2, A1*, A3 and A4w.
By using the (Z_{p}) geometrical index theory, Guo and Yu [4] obtained some sufficient conditions on the multiplicity results of periodic solutions to the second order difference equation Delta^{2}x_{n-1}+f(x_{n})=0,quad ninBbb {Z}.
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The world will have to find solutions to the first in order properly to enjoy the second.
In the case of this storefront, which used to be H & H bagels, the solutions to the first two mysteries are partially known to me.
The finance and accountancy team provide permanent, contract and temporary recruitment solutions to the third and public sectors from assistant to director level.
This paper concerns the oscillation of solutions to the second-order dynamic equation.
So, we use the Borsuk theorem [13] to discuss the existence of two different solutions to the second-order difference equation boundary value problem (1.5), (1.6) when satisfies.
Li et al. [36] discuss the existence of nonoscillatory solutions to the second-order neutral delay dynamic equation of the form.
In this work, we will consider the existence of nonoscillatory solutions to the second-order neutral delay dynamic equation of the form.
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