Results 151 to 160 of about 13,334,884 (205)

Physical Network Models

Journal of Computational Biology, 2004
We develop a new framework for inferring models of transcriptional regulation. The models, which we call physical network models, are annotated molecular interaction graphs. The attributes in the model correspond to verifiable properties of the underlying biological system such as the existence of protein-protein and protein-DNA interactions, the ...
Chen-Hsiang Yeang   +2 more
openaire   +3 more sources

The model in physics

Synthese, 1960
It must have been in an unthinking moment that I promised to speak about ‘the’ model in physics. For even in physics models of quite different types are used for quite different purposes. Rather than talk about ‘the’ model, I will take a few examples of some types of models in physics.
openaire   +1 more source

Physical models of magnetoimpedance

Journal of Applied Physics, 2007
We recall the methods for the rigorous calculation of the electromagnetic behavior of magnetic metallic samples and their application to the modeling of ferromagnetic resonance and of giant magnetoimpedance experiments. We explain the effect of various approximations and simplifications, particularly of the neglect of the exchange-conductivity effect ...
P. Ciureanu   +4 more
openaire   +1 more source

Model-making in physics

Contemporary Physics, 1980
Abstract Physicists tend to use models of various kinds to aid their understanding of complicated physical situations. The models differ by the degree of simplification or exaggeration they involve, according to the purpose for which they are used. It is suggested that one might distinguish seven different types.
openaire   +1 more source

Python and Physical Modeling

Computing in Science & Engineering, 2016
Kevin Thielen and Vivienne Tien review J.M. Kinder and P. Nelson's "A Student's Guide to Python for Physical Modeling", declaring that readers can expect to not only know how to write and read Python but also to develop a thorough understanding for developing complex physical models and calculations.
Kevin Thielen, Vivienne Tien
openaire   +2 more sources

Physicality of the Little model

Physical Review A, 1986
We formulate the dynamics of the Little model at T=0 in simple mathematical terms. We use this to prove that no cycles of length greater than 2 exist in the model. For a subset of systems only 1-cycles exist, and an extensive quantity can be defined.
, Frumkin, , Moses
openaire   +2 more sources

Home - About - Disclaimer - Privacy