Inner uniqueness theorem for second order linear elliptic equation with constant coefficients of
second order, and prove that it vanishes if zeros of f condense to two points along non-collinear rays
Bifurcation theorems via second-order optimality conditionsWe present a new approach to bifurcation study that relies on the theory of
second-order optimality
New bifurcation theorems via the second-order optimality conditionsWe derive new sufficient conditions for bifurcation relying on subtle
second-order necessary
Macroscopic Einstein equations to second order in the interaction constant to the derivation of the macroscopic Einstein
equations to within terms of
second order in the interaction constant
Some cases of efficient factorization of second-order matrix functionsWe obtain sufficient conditions for the factorization of
second-order matrix functions
Periodic Boundary Value Problem for a Linear Elliptic Equation of the Second Order in a Half-Plane© 2020, Pleiades Publishing, Ltd. Abstract: We study periodic boundary value problems for a
second-order Numerical study of nonlocal BVP for a third order partial differential equationIn the present study, first and
second order of accuracy difference schemes for the numerical
Asymptotic properties of solutions of fourth-order delay differential equations equation, and that was compared with the oscillation of the certain
second order differential
equation. Our