A General Neurologist's Practical Diagnostic Algorithm for Atypical Parkinsonian Disorders: A Consensus Statement. [PDF]
Bruno MK +17 more
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Optical Coherence Tomography Angiographic Follow-Up in a Case of Subacute Sclerosing Panencephalitis and Unilateral Necrotising Retinitis. [PDF]
Köksaldı S +7 more
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Functional Impairment in Behavioral Variant Frontotemporal Dementia: Cognitive, Behavioral, Personality, and Brain Perfusion Contributions. [PDF]
Chatzidimitriou E +16 more
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GABAergic modulation of beta power enhances motor adaptation in frontotemporal lobar degeneration
Hughes LE +11 more
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Parametric topological entropy of impulsive differential inclusions [PDF]
The main aim of this paper is to generalize and improve our earlier results in [J. Differential Equations \textbf{317} (2022), 365-386; \textbf{367} (2023), 783-803] and our joint result with Pavel Ludv\'{\i}k in [Internat. J. Bifur.\ Chaos Appl. Sci. Engrg. \textbf{33} (2023), no.\ 9, 2350113].
Jan Andres
semanticscholar +3 more sources
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Existence for Semilinear Impulsive Differential Inclusions Without Compactness
Journal of Dynamical and Control Systems, 2020The author proves existence of mild solutions to the first-order semilinear impulsive differential inclusion with nonlocal condition \[\begin{aligned} x^{\prime}(t)\in A(t)x(t)+F(t,x(t)),\ t\in J^{\prime},\\ \Delta x\left( t_{k}\right) =I_{k}\left( x\left( t_{k}\right) \right),\ k=1,2,\dots,m,\\ x(0)=g(x) \end{aligned}\] in a reflexive Banach space \(X\
Yan Luo
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Periodic solutions for impulsive differential inclusions with state dependent impulses
Topological Methods in Nonlinear AnalysisThe paper investigates some qualitative properties of solutions to differential inclusions with state-dependent impulses. The first main objective is to prove that the mapping which assigns a set of solutions to the Cauchy problem for a given initial point is upper semicontinuous.
Grzegorz Gabor, Sebastian Ruszkowski
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Periodic Solutions of Linear Impulsive Differential Inclusions [PDF]
For linear differential inclusions with pulse action at fixed times, we establish conditions for the existence of periodic ordinary solutions and R-solutions.
Плотникова, Н.В.
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