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L p theory of second-order elliptic operators with discontinuous coefficients
Dudkina A.A.
A study was conducted to demonstrate Lp theory of second-order elliptic operators
The normality of some elliptic functional-differential operators of second order
Varfolomeev E.M.
The normality of some elliptic functional-differential operators of second order
L p theory of second-order elliptic operators with discontinuous coefficients
Dudkina A.A.
L p theory of second-order elliptic operators with discontinuous coefficients
Criterion for the functional dissipativity of second order differential operators with complex coefficients
Cialdea A., Maz'ya V.
In the present paper we consider the Dirichlet problem for the second order differential operator E
Inverse Heat Source Problem for the Thermoelasticity System
Bellassoued M., Yamamoto M.
Linear Elliptic Second-order Differential Operator
Bifurcation theorems via second-order optimality conditions
Arutyunov A.V., Izmailov A.F.
We present a new approach to bifurcation study that relies on the theory of second-order optimality
A posteriori estimates for solutions to a problem with a thin obstacle for a second-order elliptic operator
Ahmad Sio
A posteriori estimates for solutions to a problem with a thin obstacle for a second-order elliptic
Inverse problem of the calculus of variations for systems of differential-difference equations of second order
Popov A.M.
The inverse problem of the calculus of variations for second-order nonlinear and linear systems
Accretivity of the General Second Order Linear Differential Operator
Maz’ya V.G., Verbitsky I.E.
For the general second order linear differential operatorL0=∑j,k=1najk∂j∂k+∑j=1nbj∂j+c with complex
On the existence of a variational principle for an operator equation with second derivative with respect to "time"
Savchin V.M., Budochkina S.A.
equation of second order that can be formulated in direct variational terms. © 2006 Springer Science

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