Many interesting problems arise on the borderline between real algebraic geometry and topology. We focus on 12 open questions. Some of them come from regulous geometry, which emerged as a subfield of real algebraic geometry less than 15 years ago
In this paper we study, for any positive integer $k$ and for any subset\ $I$\ of $\QTR{bf}{N}^{\ast ...
In this short note, we observe that the Serre functor on the residual category of a complete interse...
We prove that each exponential functor on the category of finite-dimensional complex inner product s...
For two complex Banach spaces and , in this paper, we study the generalized spectrum M(, ) of all n...
Harron and Snowden counted the number of elliptic curves over $\mathbb{Q}$ up to height $X$ with tor...
A comprehensive review of diamonds, in the sense of Scholze, is presented. The diamond formulations ...
Below, by space we mean a separable metrizable zero-dimensional space. It is studied when the space ...
We study linearization of lattice gauge theory. Linearized theory approximates lattice gauge theory ...
Topological Manifolds are abstract spaces that locally resemble Euclidean space. For example, consid...
Let (Formula presented.) be a Godeaux surface and (Formula presented.) be its universal cover. We sh...
Contains fulltext : 239840.pdf (Publisher’s version ) (Open Access
We characterize in terms of the topology of a Tychonoff space X the existence of a bounded resolutio...
In this thesis, we find the E-polynomials of a family of parabolic symplectic character varieties o...
Residuated lattices, although originally considered in the realm of algebra providing a general sett...
AbstractAn algebra of subsets of a normal topological space containing the open sets is considered a...
In this paper we study, for any positive integer $k$ and for any subset\ $I$\ of $\QTR{bf}{N}^{\ast ...
In this short note, we observe that the Serre functor on the residual category of a complete interse...
We prove that each exponential functor on the category of finite-dimensional complex inner product s...
For two complex Banach spaces and , in this paper, we study the generalized spectrum M(, ) of all n...
Harron and Snowden counted the number of elliptic curves over $\mathbb{Q}$ up to height $X$ with tor...
A comprehensive review of diamonds, in the sense of Scholze, is presented. The diamond formulations ...
Below, by space we mean a separable metrizable zero-dimensional space. It is studied when the space ...
We study linearization of lattice gauge theory. Linearized theory approximates lattice gauge theory ...
Topological Manifolds are abstract spaces that locally resemble Euclidean space. For example, consid...
Let (Formula presented.) be a Godeaux surface and (Formula presented.) be its universal cover. We sh...
Contains fulltext : 239840.pdf (Publisher’s version ) (Open Access
We characterize in terms of the topology of a Tychonoff space X the existence of a bounded resolutio...
In this thesis, we find the E-polynomials of a family of parabolic symplectic character varieties o...
Residuated lattices, although originally considered in the realm of algebra providing a general sett...
AbstractAn algebra of subsets of a normal topological space containing the open sets is considered a...
In this paper we study, for any positive integer $k$ and for any subset\ $I$\ of $\QTR{bf}{N}^{\ast ...
In this short note, we observe that the Serre functor on the residual category of a complete interse...
We prove that each exponential functor on the category of finite-dimensional complex inner product s...
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