E. Kreines

activity

20072026

most citedCatalog of dessins d'enfants with \le 4 edges

34 citations · 34 across the 7 of their papers we have counts for

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4 papers · 1 filter

math.AG2023

Belyi pair for the orientation cover of $M_{0, 5}^{R}$

Natalia Amburg, Elena Kreines

Let $M_{0, 5}^{R}$ be the Deligne-Mumford compactification of the moduli space of genus 0 real algebraic curves with 5 marked points. By ${\mathcal L}(…

math.AG2018

Poincare polynomial for the moduli space $M_{0, n} (C)$ and the number of points in $M_{0, n} (F_{q})$

N. Amburg, E. Kreines, G. Shabat

We obtain a combinatorial proof that the number of points of the space $M_{0, n} (F_{q})$ satisfies the recurrent formula for Poincare polynomials of th…

math.AG2014

Computation of the first Stiefel-Whitney class for the variety $M_{0, n}^{R}$

N. Ya. Amburg, E. M. Kreines

We compute the class which is Poincare dual to the first Stiefel-Whitney class for the Deligne-Mumford compactification of the moduli space of real algebraic curves of genus 0 with…

math.AG2007★ 34 cited

Catalog of dessins d'enfants with \le 4 edges

N. M. Adrianov, N. Ya. Amburg, V. A. Dremov +5

In this work all the dessins d'enfant with no more than 4 edges are listed and their Belyi pairs are computed. In order to enumerate all dessins the technique of matrix model compu…

Belyi pair for the orientation cover of M0,5R​​

Poincare polynomial for the moduli space M0,n​​(C) and the number of points in M0,n​​(Fq​)

Computation of the first Stiefel-Whitney class for the variety M0,nR​​

Catalog of dessins d'enfants with \le 4 edges

Belyi pair for the orientation cover of $M_{0, 5}^{R}$

Poincare polynomial for the moduli space $M_{0, n} (C)$ and the number of points in $M_{0, n} (F_{q})$

Computation of the first Stiefel-Whitney class for the variety $M_{0, n}^{R}$