Results 321 to 330 of about 15,858,106 (394)
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Plant–microbiome interactions: from community assembly to plant health
Nature Reviews Microbiology, 2020Pankaj Trivedi, Jan E Leach, Tong-Min Sa
exaly +2 more sources
Interaction, “Interaction”, ‘Interaction’ [PDF]
, 1985 Doing exact scientific research is like driving in a big city; maneuvering among streets that have more than one lane. Scientists must be at ease in any of three lanes: the event/thing, the construct, and the language. This is because whatever qualifies as an ontological category may have three “faces.” One deals with the actual physical-biological ...
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Interactive instruction on population interactions
Computers in Biology and Medicine, 1978Abstract An interactive computer system for teaching and investigating models formulated in terms or amerential or (stochastic) difference equations is presented. Population models are used as examples to demonstrate the use of the system. It is argued that (simulation) models should contain not only the dynamics of the system to be simulated, but ...
Paulien Hogeweg, B. Hesper
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Interactions and Non-Interactions with Ranitidine
Clinical Pharmacokinetics, 1984At present, there are two H2-receptor antagonists available for the treatment of peptic ulcer disease - cimetidine and ranitidine. Cimetidine is well known to interact with a number of concurrently administered drugs. Like cimetidine, ranitidine binds to cytochrome P-450 in the liver where it appears to exert an inhibitory effect, but to a lesser ...
H. Hoensch, Wilhelm Kirch, H. D. Janisch
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Interactive Cinema: Engagement and Interaction
2014Technologies that were initially developed to be applied within the domain of video games are currently being used in experiments to explore their meaning and possibilities for cinema and cinema audiences. In this position paper we examine how narrativity, interactivity and engagement are mutually reshaped within this new domain of media entertainment,
Vosmeer, Mirjam +4 more
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The Visual Computer, 2015
Design of experiments (DOE) is the study of how to vary control parameters to efficiently design and evaluate experiments. Main effects plot and interaction plot are two data views often used to explore differences between mean values and interactions between the DOE parameters but they are mostly limited to two parameters.
Katja Bühler +5 more
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Design of experiments (DOE) is the study of how to vary control parameters to efficiently design and evaluate experiments. Main effects plot and interaction plot are two data views often used to explore differences between mean values and interactions between the DOE parameters but they are mostly limited to two parameters.
Katja Bühler +5 more
openaire +1 more source
International Statistical Review / Revue Internationale de Statistique, 1984
Summary: A broad review is given of various aspects of interaction. After a brief discussion of the relation between absence of interaction and constancy of variance, the main part of the paper considers interaction in the usual sense, connected with the structure of an expected value in multiply classified data.
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Summary: A broad review is given of various aspects of interaction. After a brief discussion of the relation between absence of interaction and constancy of variance, the main part of the paper considers interaction in the usual sense, connected with the structure of an expected value in multiply classified data.
openaire +1 more source
Proceedings of 1994 IEEE International Symposium on Information Theory, 1997
Summary: Almost two decades ago Ahlswede introduced an abstract correlated source \(({\mathcal V}\times{\mathcal W},{\mathcal S})\) with outputs \((v,w)\in{\mathcal S}\subset{\mathcal V}\times{\mathcal W}\), where persons \(P_{\mathcal V}\) and \(P_{\mathcal W}\) observe \(v\) and \(w\), respectively.
Ahlswede, Rudolf, Cai, Ning, Zhang, Zhen
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Summary: Almost two decades ago Ahlswede introduced an abstract correlated source \(({\mathcal V}\times{\mathcal W},{\mathcal S})\) with outputs \((v,w)\in{\mathcal S}\subset{\mathcal V}\times{\mathcal W}\), where persons \(P_{\mathcal V}\) and \(P_{\mathcal W}\) observe \(v\) and \(w\), respectively.
Ahlswede, Rudolf, Cai, Ning, Zhang, Zhen
openaire +4 more sources