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Nonlinear mixed Cherepanov boundary-value problem© 2018 Informa UK Limited, trading as Taylor & Francis Group We consider a nonlinear boundary-value
Approximation properties of discrete boundary value problems for elliptic pseudo-differential equationsWe study some discrete boundary value problems which are treated as digital approximation
An elliptic equation with perturbed p-Laplace operatorWe consider an elliptic boundary value problem with perturbed p-Laplacian, p > 1. The perturbation
Index of Twisted Elliptic Boundary Value Problems Associated with Isometric Group Actions$$ with boundary and a $$\Gamma$$ -invariant elliptic boundary value problem $$\mathcal{D}$$ on $$M$$ , we consider
Index of Twisted Elliptic Boundary Value Problems Associated with Isometric Group Actions and a $\Gamma$-invariant elliptic boundary value problem $\mathcal{D}$ on $M$, we consider its twisting
Nonclassical boundary-value problems. INonclassical boundary-value problems. I
Nonclassical boundary-value problems. IINonclassical boundary-value problems. II
Nonlocal elliptic boundary value problems in an infinite cylinderNonlocal elliptic boundary value problems in an infinite cylinder
Regularity of Solutions to the Second (Third) Boundary-Value Problem for Differential-DifferenceRegularity of Solutions to the Second (Third) Boundary-Value Problem for Differential-Difference
η-invariants of elliptic boundary value problemsη-invariants of elliptic boundary value problems
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