Computation of the First Stiefel–Whitney Class for the Variety ℳ 0 . n ℝ ¯ $$ \overline{{\mathrm{\mathcal{M}}}_{0.n}^{\mathbb{R}}} von Amburg, N. Ya, Kreines, E. M.

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Computation of the First Stiefel–Whitney Class for the Variety ℳ0.nℝ von Amburg, N. Ya, Kreines, E. M.

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An example of a regular Strebel differential von Amburg, N Ya

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Computation of the first Stiefel-Whitney class for the variety [bar.[M.sup.R.sub.0,n]] von Amburg, N.Ya, Kreines, E.M

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Poincaré polynomial of the space M0,n¯(ℂ) and the number of points of the space M0,n¯(Fq) von Amburg, N. Ya, Kreines, E. M., Shabat, G. B.

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Poincaré polynomial of the space $$\overline {{M_{0,n}}} \left( \mathbb{C} \right)$$ M 0 , n ¯ ( ℂ ) and the number of points of the space $$\overline {{M_{0,n}}} \left( {{F_q}} \r... von Amburg, N. Ya, Kreines, E. M., Shabat, G. B.

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Poincaré polynomial of the space M 0 , n ¯ ( ℂ ) and the number of points of the space M 0 , n ¯ ( F q ) von N. Ya. Amburg, Kreines, E M, Shabat, G B

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Catalog of dessins d’enfants with no more than 4 edges von Adrianov, N. M., Amburg, N. Ya, Dremov, V. A., Kochetkov, Yu. Yu, Kreines, E. M., Levitskaya, Yu. A., Nasretdinova, V. F., Shabat, G. B.

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Computation of the first Stiefel-Whitney class for the variety $\overline{{\mathcal M}_{0,n}^{\mathbb R}} von Amburg, N. Ya, Kreines, E. M

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Catalog of dessins d'enfants with \le 4 edges von Adrianov, N M, N Ya Amburg, Dremov, V A, Levitskaya, Yu A, Kreines, E M, Yu Yu Kochetkov, Nasretdinova, V F, Shabat, G B

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Computation of the first Stiefel-Whitney class for the variety \(\overline{{\mathcal M}_{0,n}^{\mathbb R}}\) von N Ya Amburg, Kreines, E M

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