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Host-derived stimuli alter intracellular calcium levels in <i>Pseudomonas aeruginosa,</i> revealing its potential role as a second messenger. [PDF]
Appl Environ MicrobiolKubo A +4 more
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Predicting the Aqueous Solubility of Neutral Organic Compounds by Reversed-Phase Liquid Chromatography. [PDF]
J Sep SciAtapattu SN, Li J.
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Lipopolysaccharide insertion and vesicle mediated turnover drive growth independent outer membrane adaptation in Escherichia coli. [PDF]
Nat CommunNabarro J +6 more
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The yeast mitochondrial porin represses Snf1/AMP kinase signaling to attenuate viral replication. [PDF]
GeneticsChau S +5 more
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STATIONARY AND NON‐STATIONARY STATE SPACE MODELS
Journal of Time Series Analysis, 1994Abstract. The concepts of time invariance, stationarity, non‐stationarity and immemorial time are considered for state space models (SSMs). Necessary and sufficient conditions for stationarity are given and connected with standard conditions. Expressions are given for the unconditional mean and covariance matrix of the state of a time‐immemorial SSM ...
De Jong, Piet, Chu-Chun-Lin, Singfat
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Learning and imprinting in stationary and non-stationary environment
Kybernetik, 1973The performance of the extended Bush-Mosteller learning and imprinting scheme developed previously is studied for stationary and non-stationary stochastic environments. As a performance criterion the average missing information level is chosen. For a stationary environment the approximate time course of the latter is derived and discussed, an exact ...
Pfaffelhuber, E., Damle, P. S.
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Archive for Mathematical Logic, 1993
Let \(\kappa\) be an uncountable cardinal. A subset \(A\subseteq \kappa\) is said to be a 1-club set if \(A\) is stationary and every stationary reflection point belongs to \(A\). It is clear that this definition is a generalization of the definition of closed unbounded sets.
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Let \(\kappa\) be an uncountable cardinal. A subset \(A\subseteq \kappa\) is said to be a 1-club set if \(A\) is stationary and every stationary reflection point belongs to \(A\). It is clear that this definition is a generalization of the definition of closed unbounded sets.
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Stationary clock changes on stationary processes
Signal Processing, 1996zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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