We show that under Kalman’s rank condition, the observability of a scalar equation implies the uniqueness of solution to a system of elliptic operators. Using this result, we establish the asymptotic synchronization by groups for second order evolution systems
AbstractIn this paper we study uniqueness properties of solutions of the so-called k-generalized Kor...
International audienceWe study proof techniques for bisimilarity based on unique solution of equatio...
AbstractWe analyze the semilinear elliptic equation Δu=ρ(x)f(u), u>0 in RD (D⩾3), with a particular ...
We show that under Kalman’s rank condition on the coupling matrices, the uniqueness of solution to a...
AbstractWe give a very short proof of uniqueness of solutions of equations regarding observation con...
We prove existence, boundedness and uniqueness of solutions to nonlinear elliptic boundary of second...
summary:In this note, we consider some elliptic systems on a smooth domain of $R^n$. By using the ma...
We study evolution equations governed by an averaging operator on a directed tree, showing existence...
AbstractWe apply degree theory to prove the existence of positive solutions of semilinear elliptic s...
We study an infinite system of differential equations of the second order. Some special cases of the...
The uniqueness of positive solution to the elliptic model ∆u + u[a + g(u, v)] = 0 in Ω, ∆v + v[a + h...
AbstractAn abstract evolution equation in Hilbert spaces is considered. In the deterministic case, i...
AbstractWe prove that, if a sufficiently smooth solution u to the initial value problem associated w...
AbstractWe prove that the semilinear system Δu=a(x)upvq, Δv=b(x)urvs in a smooth bounded domain Ω⊂RN...
International audienceWe give a sharp upper bound on the vanishing order of solutions to Schrödinger...
AbstractIn this paper we study uniqueness properties of solutions of the so-called k-generalized Kor...
International audienceWe study proof techniques for bisimilarity based on unique solution of equatio...
AbstractWe analyze the semilinear elliptic equation Δu=ρ(x)f(u), u>0 in RD (D⩾3), with a particular ...
We show that under Kalman’s rank condition on the coupling matrices, the uniqueness of solution to a...
AbstractWe give a very short proof of uniqueness of solutions of equations regarding observation con...
We prove existence, boundedness and uniqueness of solutions to nonlinear elliptic boundary of second...
summary:In this note, we consider some elliptic systems on a smooth domain of $R^n$. By using the ma...
We study evolution equations governed by an averaging operator on a directed tree, showing existence...
AbstractWe apply degree theory to prove the existence of positive solutions of semilinear elliptic s...
We study an infinite system of differential equations of the second order. Some special cases of the...
The uniqueness of positive solution to the elliptic model ∆u + u[a + g(u, v)] = 0 in Ω, ∆v + v[a + h...
AbstractAn abstract evolution equation in Hilbert spaces is considered. In the deterministic case, i...
AbstractWe prove that, if a sufficiently smooth solution u to the initial value problem associated w...
AbstractWe prove that the semilinear system Δu=a(x)upvq, Δv=b(x)urvs in a smooth bounded domain Ω⊂RN...
International audienceWe give a sharp upper bound on the vanishing order of solutions to Schrödinger...
AbstractIn this paper we study uniqueness properties of solutions of the so-called k-generalized Kor...
International audienceWe study proof techniques for bisimilarity based on unique solution of equatio...
AbstractWe analyze the semilinear elliptic equation Δu=ρ(x)f(u), u>0 in RD (D⩾3), with a particular ...
DOI
Add to ORKG