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The Transformation Algebras of Bernstein Graph Algebras

机译:伯恩斯坦图形代数的转换代数

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In this chapter we present a decomposition of the subalgebra T(G) of Hom(A(G)) generated by {id.4(GI} U {LtL,: A(G) -?A(G), t ? A(G)}, where G is a graph, A(G) is the Bernstein graph algebra of G, id.,^., is the identity function on A(G) and Lt is the left (= right) multiplication by t. If G is a simple connected graph, without loop and |V(Cr)| > 2, then we present a characterization of T(G).
机译:在本章中,我们呈现了由{id.4(gi} u {lt l,a(g) - -_(g),t的{{lt l,a(g),t生成的hom(a(g))的分解(a(g)) ?a(g)},其中g是图形,a(g)是g,id的伯恩斯坦图形代数G,ID。,^。,是a(g)的标识函数,lt是左(=右)乘法通过T.如果G是简单的连接图,则没有环和| V(Cr)| 2,然后我们呈现T(g)的表征。

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