The crystalline period of a height one p-adic dynamical system von Joel Specter

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THE CRYSTALLINE PERIOD OF A HEIGHT ONE p-ADIC DYNAMICAL SYSTEM von SPECTER, JOEL

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Pseudorepresentations of weight one are unramified von Calegari, Frank, Specter, Joel

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There Exist Non-CM Hilbert Modular Forms of Partial Weight 1: Table 1 von Moy, Richard A., Specter, Joel

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Galois extensions of height-one commuting dynamical systems von SARKIS, Ghassan, SPECTER, Joel

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Polynomials with Surjective Arboreal Galois Representations Exist in Every Degree von Specter, Joel

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Pseudo-representations of weight one are unramified von Calegari, Frank, Specter, Joel

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The crystalline period of a height one $p$-adic dynamical system over $\mathbf{Z}_p von Specter, Joel

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Polynomials with Surjective Arboreal Galois Representations Exist in Every Degree von Specter, Joel

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Pseudo-representations of weight one are unramified von Calegari, Frank, Specter, Joel

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The crystalline period of a height one \(p\)-adic dynamical system over \(\mathbf{Z}_p\) von Specter, Joel

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There Exist Non-CM Hilbert Modular Forms of Partial Weight 1 von Moy, Richard A, Specter, Joel

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Galois Extensions of Height-One Commuting Dynamical Systems von Sarkis, Ghassan, Specter, Joel

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There Exist Non-CM Hilbert Modular Forms of Partial Weight 1 von Moy, Richard A, Specter, Joel

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Galois Extensions of Height-One Commuting Dynamical Systems von Sarkis, Ghassan, Specter, Joel

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