Let (Formula presented.) be a Godeaux surface and (Formula presented.) be its universal cover. We show that the pullback map (Formula presented.) is injective if (Formula presented.). Our arguments rely on a degeneration technique that also applies to other examples
In this short note, we observe that the Serre functor on the residual category of a complete interse...
1. The Jordan Curve Theorem 2. The Schoenflies Theorem 3. Locally Connected Continua 4. Indecomposab...
In this thesis, we find the E-polynomials of a family of parabolic symplectic character varieties o...
Harron and Snowden counted the number of elliptic curves over $\mathbb{Q}$ up to height $X$ with tor...
En este artículo estudiamos la inyectividad del morfismo inducido sobre los grupos de Brauer π*: Br(...
We prove that each exponential functor on the category of finite-dimensional complex inner product s...
Abstract To every double cover ramified in two points of a general trigonal curve of genus g$g$, on...
A slab (or plank) is the part of the d-dimensional Euclidean space that lies between two parallel hy...
Many interesting problems arise on the borderline between real algebraic geometry and topology. We f...
In this paper, we investigate the structure of the magic square C*-algebra (4) of size 4. We show th...
A comprehensive review of diamonds, in the sense of Scholze, is presented. The diamond formulations ...
Let K be a totally real number field and consider a Fermat‐type equation A a p + B b q = C c r $Aa^p...
We consider elliptic curves $E / \mathbb{Q}$ for which the image of the adelic Galois representation...
We study linearization of lattice gauge theory. Linearized theory approximates lattice gauge theory ...
Let $K$ be a multiquadratic extension of $\mathbb{Q}$ and let $\text{Cl}^{+}(K)$ be its narrow class...
In this short note, we observe that the Serre functor on the residual category of a complete interse...
1. The Jordan Curve Theorem 2. The Schoenflies Theorem 3. Locally Connected Continua 4. Indecomposab...
In this thesis, we find the E-polynomials of a family of parabolic symplectic character varieties o...
Harron and Snowden counted the number of elliptic curves over $\mathbb{Q}$ up to height $X$ with tor...
En este artículo estudiamos la inyectividad del morfismo inducido sobre los grupos de Brauer π*: Br(...
We prove that each exponential functor on the category of finite-dimensional complex inner product s...
Abstract To every double cover ramified in two points of a general trigonal curve of genus g$g$, on...
A slab (or plank) is the part of the d-dimensional Euclidean space that lies between two parallel hy...
Many interesting problems arise on the borderline between real algebraic geometry and topology. We f...
In this paper, we investigate the structure of the magic square C*-algebra (4) of size 4. We show th...
A comprehensive review of diamonds, in the sense of Scholze, is presented. The diamond formulations ...
Let K be a totally real number field and consider a Fermat‐type equation A a p + B b q = C c r $Aa^p...
We consider elliptic curves $E / \mathbb{Q}$ for which the image of the adelic Galois representation...
We study linearization of lattice gauge theory. Linearized theory approximates lattice gauge theory ...
Let $K$ be a multiquadratic extension of $\mathbb{Q}$ and let $\text{Cl}^{+}(K)$ be its narrow class...
In this short note, we observe that the Serre functor on the residual category of a complete interse...
1. The Jordan Curve Theorem 2. The Schoenflies Theorem 3. Locally Connected Continua 4. Indecomposab...
In this thesis, we find the E-polynomials of a family of parabolic symplectic character varieties o...
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