Matching Of Orbital Integrals On GL(4) And Gsp(2)
Matching Of Orbital Integrals On GL(4) And Gsp(2)
复制标题
GL(4) 和 Gsp(2) 上轨道积分的匹配
DOI:
--
复制
发表时间:
1999
期刊:
影响因子:
--
通讯作者:
Y. Flicker
中科院分区:
文献类型:
--
作者:
Y. Flicker
Part I. Preparations: Statement of Theorem Stable conjugacy Explicit representatives Stable $\theta$-conjugacy Useful facts Endoscopic groups Instability Kazhdan's decomposition Decompositions for $GL(2)$ Decomposition for $Sp(2)$ Part II. Main comparison: Strategy Twisted orbital integrals of type (I) Orbital integrals of type (I) Comparison in stable case (I), $E\slash F$ unramified Comparison in stable case (I), $E\slash F$ ramified Endoscopy for $H=GSp(2)$ type (I) Unstable twisted case. Twisted endoscopic group of type I.F.2 Twisted endoscopic group of type I.F.3, $E\slash F$ unramified Twisted orbital integrals of type (II) Orbital integrals of type (II) Comparison in case (II), $E\slash E_3$ ramified $(e=2)$ Unstable twisted case. Twisted endoscopic group of type I.F.2 Comparison in case (II), $E\slash E_3$ unramified $(e=1)$ Unstable twisted case. Twisted endoscopic group of type I.F.3 Endoscopy for $GSp(2)$, type (II) Comparison in case (III) Unstable twisted case. Twisted endoscopic group of type I.F.2 Comparison in case (IV) Unstable twisted case. Twisted endoscopic group of type I.F.2 Part III. Semi simple reduction: Review Case of torus of type (I) Case of torus of type (II) Case of torus of type (III) Case of torus of type (IV) References.