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THE SUBCONVEXITY PROBLEM FOR GL2
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DOI：10.1007/s10240-010-0025-8.png)
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摘要
En 中文
Generalizing and unifying prior results, we solve the subconvexity problem for the L-functions of GL(1) and GL(2) automorphic representations over a fixed number field, uniformly in all aspects. A novel feature of the present method is the softness of our arguments; this is largely due to a consistent use of canonically normalized period relations, such as those supplied by the work of Waldspurger and Ichino-Ikeda.
Keyword:
SELBERG L-FUNCTIONS
RANKIN-SELBERG
TRILINEAR FORMS
AUTOMORPHIC-FORMS
CENTRAL VALUES
HYBRID BOUNDS
REPRESENTATIONS
EQUIDISTRIBUTION
COEFFICIENTS
CONDUCTOR
期刊
P
IF:
3.5
论文数:
133
被引数:
2.2K
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