论文标题
GSP（4）X GL（2）X GL（2）的P-ADIC L功能和对角线循环（2）
P-adic L-functions and diagonal cycles for GSp(4) x GL(2) x GL(2)
论文作者
论文摘要
我们开发了一种（很大程度上是猜想的）P-ADIC L功能的理论（在GSP（4）X GL（4）X GL（2）X GL（2）上的自称形式的中央L值插值方形根，以及这些P-ADIC L函数与Galois l-finctions与Galois clois closology classology classology classology classology classology classology classology classology classology classology classology classology class interpolating Algebraic cilecles cycles cycles cycles cycles cycles cycles。我们的理论是对Darmon和Rotger为GL（2）三乘积开发的“对角线循环”理论的概括。
We develop a (largely conjectural) theory of p-adic L-functions interpolating square roots of central L-values for automorphic forms on GSp(4) x GL(2) x GL(2), and a relation between these p-adic L-functions and families of Galois cohomology classes interpolating algebraic cycles. Our theory is a generalisation of the theory of "diagonal cycles" developed by Darmon and Rotger for the GL(2) triple product.
