10 pages, 6 figuresInternational audienceWe give a tropical interpretation of Hurwitz numbers extending the one discovered in \cite{CJM}. In addition we treat a generalization of Hurwitz numbers for surfaces with boundary which we call open Hurwitz numbers
The double Hurwitz number Hg(µ, ν) has at least four equivalent definitions. Most naturally, it cou...
International audienceHurwitz numbers enumerate branched genus covers of the Riemann sphere with fix...
International audienceHurwitz numbers enumerate branched genus covers of the Riemann sphere with fix...
10 pages, 6 figuresInternational audienceWe give a tropical interpretation of Hurwitz numbers extend...
10 pages, 6 figuresInternational audienceWe give a tropical interpretation of Hurwitz numbers extend...
10 pages, 6 figuresInternational audienceWe give a tropical interpretation of Hurwitz numbers extend...
Hurwitz numbers count genus g, degree d covers of ℙ1 with fixed branch locus. This equals the degree...
Abstract. We study properties of the tropical double Hurwitz loci defined by Bertram, Cavalieri and ...
Abstract. We define the tropical moduli space of covers of a tropical line in the plane as weighted ...
textHurwitz numbers are a weighted count of degree d ramified covers of curves with specified ramifi...
textHurwitz numbers are a weighted count of degree d ramified covers of curves with specified ramifi...
Classical Hurwitz theory is the theory of ramified coverings of a Riemann surface, which in various ...
Object of study in this paper are the Hurwitz numbers. They were introduced by Hurwitz in the end of...
We study monotone and strictly monotone Hurwitz numbers from a bosonic Fock space perspective. This ...
Object of study in this paper are the Hurwitz numbers. They were introduced by Hurwitz in the end of...
The double Hurwitz number Hg(µ, ν) has at least four equivalent definitions. Most naturally, it cou...
International audienceHurwitz numbers enumerate branched genus covers of the Riemann sphere with fix...
International audienceHurwitz numbers enumerate branched genus covers of the Riemann sphere with fix...
10 pages, 6 figuresInternational audienceWe give a tropical interpretation of Hurwitz numbers extend...
10 pages, 6 figuresInternational audienceWe give a tropical interpretation of Hurwitz numbers extend...
10 pages, 6 figuresInternational audienceWe give a tropical interpretation of Hurwitz numbers extend...
Hurwitz numbers count genus g, degree d covers of ℙ1 with fixed branch locus. This equals the degree...
Abstract. We study properties of the tropical double Hurwitz loci defined by Bertram, Cavalieri and ...
Abstract. We define the tropical moduli space of covers of a tropical line in the plane as weighted ...
textHurwitz numbers are a weighted count of degree d ramified covers of curves with specified ramifi...
textHurwitz numbers are a weighted count of degree d ramified covers of curves with specified ramifi...
Classical Hurwitz theory is the theory of ramified coverings of a Riemann surface, which in various ...
Object of study in this paper are the Hurwitz numbers. They were introduced by Hurwitz in the end of...
We study monotone and strictly monotone Hurwitz numbers from a bosonic Fock space perspective. This ...
Object of study in this paper are the Hurwitz numbers. They were introduced by Hurwitz in the end of...
The double Hurwitz number Hg(µ, ν) has at least four equivalent definitions. Most naturally, it cou...
International audienceHurwitz numbers enumerate branched genus covers of the Riemann sphere with fix...
International audienceHurwitz numbers enumerate branched genus covers of the Riemann sphere with fix...
DOI
Add to ORKG