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We construct and study the moduli of continuous representations of a profinite group with integral p-adic coefficients. We present this moduli space over the moduli space of continuous pseudorepresentations and show that this morphism is algebraizable. When this profinite group is the absolute Galois group of a p-adic local field, we show that these moduli(More)
This is a brief summary of one part of the forthcoming work " Cohomological control of deformation theory via A ∞-structure. " Let G be a profinite group. The main result is that a natural A ∞-structure on cohomology groups induces presentations of universal deformation rings for G-representations, more general moduli spaces for G-representations, and(More)
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