Protein‐Nanoarchitectures for Low‐Field Intracellular Electro‐Immunomodulation
DHQ‐SDH‐mediated binding of AuNPs drives the formation of interconnected, chain‐like nanoarchitectures with enhanced electrical conductivity. These conductive assemblies undergo macrophage uptake and enable low‐field electrical stimulation, promoting M1‐to‐M2 phenotypic switching with decreased iNOS and increased CD206 expression. Such protein‐mediated
Viktoriya Pakharenko +7 more
wiley +1 more source
Limitations of Binary Classification for Long-Horizon Diagnosis Prediction and Advantages of a Discrete-Time Time-to-Event Approach: Empirical Analysis. [PDF]
Loh R +4 more
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The effects of solid‐state electrolyte architecture and electrolyte/electrode interfacial polarization resistance on Critical Current Density and the risks for “interfacial” and “internal” Li‐metal dendrite formation were investigated in simulations of FIB‐reconstructed porous‐dense Li7La3Zr2O12 (LLZO) “bilayers”, providing insight for full cells ...
Tanner R. Hamann +2 more
wiley +1 more source
Discrete-Time Adaptive Control for Three-Phase PWM Rectifier. [PDF]
Hou B, Qi J, Li H.
europepmc +1 more source
Distributed Consensus Control for Discrete-Time T-S Fuzzy Multiple-Agent Systems Based on an Unknown Input Observer. [PDF]
Ling X, Xu H, Weng W, Zhu F.
europepmc +1 more source
Efficient Implementation of Discrete-Time Quantum Walks on Quantum Computers. [PDF]
Razzoli L +3 more
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Discrete Time Series Forecasting in Non-Invasive Monitoring of Managed Honey Bee Colonies: Part II: Are Hive Weight and In-Hive Temperature Seasonal and Colony-Specific? [PDF]
Kulyukin VA, Kulyukin AV, Meikle WG.
europepmc +1 more source
Discrete-time negative imaginary systems
In this paper we introduce the notion of a discrete-time negative imaginary system and we investigate its relations with discrete-time positive real system theory.
Lorenzo Ntogramatzidis +2 more
exaly +1 more source
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The Reactability of Discrete Time Systems
IEEE Control Systems Letters, 2023An important property of a dynamical system is its reactivity, i.e., the initial rate of growth of the norm of the state vector. However, most literature on reactivity has focused on continuous time systems. Here we define the reactivity of discrete time systems and apply it to characterize the dynamics of network systems and Markov chains.
Amirhossein Nazerian +3 more
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