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In [[algebra]], the '''distribution algebra''' <math>D(G, K)</math> of a [[p-adic Lie group|''p''-adic Lie group]] ''G'' is the ''K''-algebra of ''K''-valued distributions on ''G''. (See the reference for a more precise definition.)
 
== References ==
*{{cite journal |journal=Representation theory An electric journal of the American Mathematical Society |title=<math>U(\mathfrak{g})</math>-finite locally analytic representations |last1= Schneider |first1=P. |first2=J. |last2=Teitelbaum |url=http://www.ams.org/journals/ert/2001-005-05/S1088-4165-01-00109-1/S1088-4165-01-00109-1.pdf}}
 
[[Category:Algebra]]
 
 
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In algebra, the distribution algebra D(G,K) of a p-adic Lie group G is the K-algebra of K-valued distributions on G. (See the reference for a more precise definition.)

References

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