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e3SIM: Epidemiological-ecological-evolutionary simulation framework for genomic epidemiology. [PDF]
Methods Ecol EvolXu P +14 more
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Enhancing hard X-ray beamline performance at SwissFEL through spontaneous radiation measurements. [PDF]
J Synchrotron RadiatKittel C +12 more
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25 Years of "Loop" Radiochemistry for PET Imaging. [PDF]
J Labelled Comp RadiopharmMurrell E, Khan S, Vasdev N.
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The Quarterly Journal of Mathematics, 1994
Let \(k\) be a field, \(G\) be a group, \(k[G]\) be the group algebra of the group \(G\) over the field \(k\). If \(X\) is a set, \(G\) is a permutation group on \(X\), then \(k[X]\) is the \(k\)-vector space with \(X\) as a basis, it becomes a \(k[G]\)-module by extending the action of \(G\) on \(X\) in the obvious way. Put \(\omega_ k(X) = \{\sum_{x \
Farkas, Daniel R., Snider, Robert L.
openaire +2 more sources
Let \(k\) be a field, \(G\) be a group, \(k[G]\) be the group algebra of the group \(G\) over the field \(k\). If \(X\) is a set, \(G\) is a permutation group on \(X\), then \(k[X]\) is the \(k\)-vector space with \(X\) as a basis, it becomes a \(k[G]\)-module by extending the action of \(G\) on \(X\) in the obvious way. Put \(\omega_ k(X) = \{\sum_{x \
Farkas, Daniel R., Snider, Robert L.
openaire +2 more sources