Boundedness for the general semilinear Duffing equations via the twist theorem

Boundedness for Semilinear Duffing Equations at Resonance

In this paper, we prove the boundedness of all solutions for the equation x + n 2 x + φ(x) + g (x)q(t) = 0, where n ∈ N, q(t) = q(t + 2π), φ(x) and g(x) are bounded.

Boundedness of solutions for semilinear duffing equations

Boundedness of Solutions for Duffing’s Equations with Semilinear Potentials

The Substitution Theorem for Semilinear Stochastic Partial Differential Equations

Abstract. In this article we establish a substitution theorem for semilinear stochastic evolution equations (see’s) depending on the initial condition as an infinite-dimensional parameter. Due to the infinitedimensionality of the initial conditions and of the stochastic dynamics, existing finite-dimensional results do not apply. The substitution theorem is proved using Malliavin calculus techni...

On the Boundedness Property of Semilinear Sets

14:00 – 15:15 Session 3 Chair: Angsheng Li Modelling the Power Supply Network Hardness and Approximation Alexandru Popa Approximation Algorithms for a combined Facility Location Buy-at-Bulk Network Design Andreas Bley, S. Mehdi Hashemi and Mohsen Rezapour k-means++ under Approximation Stability Manu Agarwal, Ragesh Jaiswal and Arindam Pal 15:15 – 15:35 Coffee Break 15:35 – 15:45 Group Photo 15:...