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The prediction of voltammetric response from the microscopic information of the electrode surface morphology is an important problem of fourth generation electrochemistry which we have theoretically addressed here.
Note that in the case of problem of fourth order, the mortar is in fact doubled in order to take into account the values of the solution and its normal derivative.
Since the singular functions of elliptic problem of fourth order (bilaplacian with homogeneous boundary conditions) are explicitly known (see [1, 2]), we deduce the singularities of the velocity and the pressure [3].
We are concerned with the following problem of fourth order with deviating argument: left { textstylebegin{array}l} mathscr {L}[u]"(x)=f x,u,mathscr {L}[u](x),mathscr {L}[u] tau (x)))quad mbox{for almost all (a.a).
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But now Mrs. Zacharias says she realizes that "fifth-grade public school would have solved the problem of fourth-grade public school".
There is, though, a real problem of "first-mover disadvantage".
The more charitable critics of the racial order that then existed referred to the problem of "second-class citizenship".
This paper studies initial boundary value problem of fourth-order nonlinear marine riser equation.
In Section 4, we give the expression of Green's function of second-order Neumann problems and consider the eigenvalue problem of fourth-order BVPs.
A concept of multistep cascading is applied to the problem of fourth-harmonic generation (FHG) in a single quadratic crystal, and a new model of parametric wave mixing is analyzed in detail.
In [7], Feng studied an integral boundary value problem of fourth-order p-Laplacian differential equations involving the impulsive effect Δ y ′ | t = t k = − I k ( y ( t k ) ), k = 1, 2, …, m.
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