Lyapunov Functions for Second-Order Differential Inclusions: A Viability Approach
Luis Marco, Josè Alberto Murillo
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Dimension of homogeneous iterated function systems with algebraic translations
Abstract Let μ$ \mu$ be the self‐similar measure associated with a homogeneous iterated function system Φ={λx+tj}j=1m$ \Phi = \lbrace \lambda x + t_j \rbrace _{j=1}^m$ on R$\mathbb {R}$ and a probability vector (pj)j=1m$ (p_{j})_{j=1}^m$, where 0≠λ∈(−1,1)$0\ne \lambda \in (-1,1)$ and tj∈R$t_j\in \mathbb {R}$.
De‐Jun Feng, Zhou Feng
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Finite Element Approximation of Lyapunov Equations Related to Parabolic Stochastic PDEs. [PDF]
Andersson A+3 more
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Construction of Piecewise Linear Lyapunov Functions and Its Fast Method
Yuzo Ohta+2 more
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Lyapunov functions and global properties for SEIR and SEIS epidemic models [PDF]
Andrei Korobeinikov
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Conformal metrics of constant scalar curvature with unbounded volumes
Abstract For n⩾25$n\geqslant 25$, we construct a smooth metric g∼$\tilde{g}$ on the standard n$n$‐dimensional sphere Sn$\mathbb {S}^n$ such that there exists a sequence of smooth metrics {g∼k}k∈N$\lbrace \tilde{g}_k\rbrace _{k\in \mathbb {N}}$ conformal to g∼$\tilde{g}$ where each g∼k$\tilde{g}_k$ has scalar curvature Rg∼k≡1$R_{\tilde{g}_k}\equiv 1 ...
Liuwei Gong, Yanyan Li
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Output Feedback Integrated Guidance and Control Design for Autonomous Underwater Vehicles Against Maneuvering Targets. [PDF]
Wang R, Lu J, Lyu S, Liu Y, Cui Y.
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Absolutely continuous Furstenberg measures
Abstract In this paper, we provide a sufficient condition for a Furstenberg measure generated by a finitely supported measure to be absolutely continuous. Using this, we give completely explicit examples of absolutely continuous Furstenberg measures including examples which are generated by measures which are not symmetric.
Samuel Kittle
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Blockchain modeled swarm optimized lyapunov smart contract deep reinforced secure tasks offloading in smart home. [PDF]
Preethi, Ulla MM, R S, Devadas RM.
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