具拟不变测度群胚流上的Toeplitz代数

设G为第二可数群胚，具有Haar系{λ^n},R为实数群，左不变作用在G上。本文我们自然地（作为3]中概念的推广）引进两类Toeplitz代数（对应于一拟不变测度），即小和大Toeplitz代数，并且得到了小Toeplitz代数的同构定理及k群。

center The Toeplitz Algebras on the Flow of Groupoid With Quasi-invariant Measures

Let G be a second countale groupoid with Harr systemu, R be thereal number group which left invariantly acts on G. In this note, we naturely (as an extension of that in ［3］) introducetwo classes of Toeplitz algebras with respect to a quasi-invariant measurei.e. the small and the large Toeplitz algebras, and the isomorphism theorem and therefore the K-group of the smallone have been obtained.