【摘 要】
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Let p be a rational prime and G a reductive algebraic group over Q.The eigenvariety for G is a rigid analytic variety which p-adically interpolates Hecke ei
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Let p be a rational prime and G a reductive algebraic group over Q.The eigenvariety for G is a rigid analytic variety which p-adically interpolates Hecke eigensystems of finite slopes appearing in the space of automorphic forms of a fixed tame level on G.Though it plays an important role in number theory,its geometry is not well-understood yet.
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