In this work, (orientable and non-orientable) 4-dimensional handlebodies are proved to be the only 4-manifolds whose regular genus equals the one of their boundary. As a consequence, we obtain the classification of all 4-manifolds of regular genus g less-than-or-equal-to 1
This thesis is a comparison of the smooth and topological categories in dimension 4. We first discus...
Abstract. For a closed 4-manifold X and a knot K in the boundary of punctured X, we define γ0X(K) to...
In the present paper the classification of PL 4-manifolds by means of the combinatorial invariant \u...
In this work, (orientable and non-orientable) 4-dimensional handlebodies are proved to be the only 4...
AbstractThis work is devoted to extend to dimension five the following combinatorial characterizatio...
The work is devoted to extend to dimension five the following combinatorial characterization of (ori...
We study the topological structure of closed connected 4-manifolds according to regular genus. In pa...
We study the topological structure of closed connected 4-manifolds according to regular genus. In pa...
In this paper we study colored triangulations of compact PL $4$-manifolds with empty or connected bo...
In this paper we study colored triangulations of compact PL $4$-manifolds with empty or connected bo...
The present paper studies the relationship between handle-decompositions of PL 4-manifolds and the s...
The present paper studies the relationship between handle-decompositions of PL 4-manifolds and the s...
We determine bounds for the regular genus of any 4-manifold, which is the product of S^1 by a closed...
We determine bounds for the regular genus of any 4-manifold, which is the product of S^1 by a closed...
This thesis is a comparison of the smooth and topological categories in dimension 4. We first discus...
This thesis is a comparison of the smooth and topological categories in dimension 4. We first discus...
Abstract. For a closed 4-manifold X and a knot K in the boundary of punctured X, we define γ0X(K) to...
In the present paper the classification of PL 4-manifolds by means of the combinatorial invariant \u...
In this work, (orientable and non-orientable) 4-dimensional handlebodies are proved to be the only 4...
AbstractThis work is devoted to extend to dimension five the following combinatorial characterizatio...
The work is devoted to extend to dimension five the following combinatorial characterization of (ori...
We study the topological structure of closed connected 4-manifolds according to regular genus. In pa...
We study the topological structure of closed connected 4-manifolds according to regular genus. In pa...
In this paper we study colored triangulations of compact PL $4$-manifolds with empty or connected bo...
In this paper we study colored triangulations of compact PL $4$-manifolds with empty or connected bo...
The present paper studies the relationship between handle-decompositions of PL 4-manifolds and the s...
The present paper studies the relationship between handle-decompositions of PL 4-manifolds and the s...
We determine bounds for the regular genus of any 4-manifold, which is the product of S^1 by a closed...
We determine bounds for the regular genus of any 4-manifold, which is the product of S^1 by a closed...
This thesis is a comparison of the smooth and topological categories in dimension 4. We first discus...
This thesis is a comparison of the smooth and topological categories in dimension 4. We first discus...
Abstract. For a closed 4-manifold X and a knot K in the boundary of punctured X, we define γ0X(K) to...
In the present paper the classification of PL 4-manifolds by means of the combinatorial invariant \u...
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