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Eyral, Christophe

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Author ID: eyral.christophe Recent zbMATH articles by "Eyral, Christophe"
Published as: Eyral, Christophe; Eyral, C.
Documents Indexed: 35 Publications since 1997, including 1 Book

Publications by Year

Citations contained in zbMATH Open

23 Publications have been cited 58 times in 37 Documents Cited by Year
Zariski’s multiplicity question – a survey. Zbl 1185.32018
Eyral, Christophe
12
2007
On the fundamental groups of the complements of plane singular sextics. Zbl 1070.14031
Eyral, Christophe; Oka, Mutsuo
6
2005
Topology of septics with the set of singularities \(\mathbf B_{4,4} \oplus 2\mathbf A_3 \oplus 5\mathbf A_1\) and \(\pi_1\)-equivalent weak Zariski pairs. Zbl 1248.14035
Cassou-Noguès, Pi.; Eyral, C.; Oka, M.
4
2012
Whitney regularity and Thom condition for families of non-isolated mixed singularities. Zbl 1407.14044
Eyral, Christophe; Oka, Mutsuo
3
2018
\(\pi_1\)-equivalent weak Zariski pairs. Zbl 1095.14025
Eyral, Christophe; Oka, Mutsuo
3
2005
Fundamental groups of the complements of certain plane non-tame torus sextics. Zbl 1096.14021
Eyral, Christophe; Oka, Mutsuo
3
2006
Topics in equisingularity theory. Zbl 1354.14002
Eyral, Christophe
3
2016
On the homotopy of stratified spaces. (Sur l’homotopie des espaces stratifiés.) Zbl 0940.55011
Eyral, Christophe
3
1999
Deformations with constant Lê numbers and multiplicity of nonisolated hypersurface singularities. Zbl 1408.32029
Eyral, Christophe; Ruas, Maria Aparecida Soares
3
2015
Topologically equisingular deformations of homogeneous hypersurfaces with line singularities are equimultiple. Zbl 1373.14006
Eyral, Christophe
2
2017
Fundamental groups of join-type sextics via dessins d’enfants. Zbl 1276.14045
Eyral, Christophe; Oka, Mutsuo
2
2013
Homotopical depth and a conjecture of Grothendieck. (Profondeur homotopique et conjecture de Grothendieck.) Zbl 0978.55010
Eyral, Christophe
2
2000
On the geometry of certain irreducible non-torus plane sextics. Zbl 1185.14023
Eyral, Christophe; Oka, Mutsuo
2
2009
Non-compact Newton boundary and Whitney equisingularity for non-isolated singularities. Zbl 1374.14032
Eyral, Christophe; Oka, Mutsuo
1
2017
Topological triviality of linear deformations with constant Lê numbers. Zbl 1341.32022
Eyral, Christophe; Ruas, Maria Aparecida Soares
1
2016
Zariski’s multiplicity question and aligned singularities. Zbl 1089.32019
Eyral, Christophe
1
2006
Fundamental groups of singular quasi-projective varieties. Zbl 1060.14030
Eyral, Christophe
1
2004
Fundamental groups of join-type curves – achievements and perspectives. Zbl 1286.14044
Eyral, Christophe; Oka, Mutsuo
1
2014
Tomography of singular varieties and Lefschetz theorems. (Tomographie des variétés singulières et théorèmes de Lefschetz.) Zbl 1019.32019
Eyral, Christophe
1
2001
Uniform stable radius, Lê numbers and topological triviality for line singularities. Zbl 1390.14014
Eyral, Christophe
1
2017
A proof of a conjecture of Degtyarev on non-torus plane sextics. Zbl 1193.14039
Eyral, Christophe; Oka, Mutsuo
1
2009
Alexander-equivalent Zariski pairs of irreducible sextics. Zbl 1180.14026
Eyral, Christophe; Oka, Mutsuo
1
2009
Classification of the fundamental groups of join-type curves of degree seven. Zbl 1328.14051
Eyral, Christophe; Oka, Mutsuo
1
2015
Whitney regularity and Thom condition for families of non-isolated mixed singularities. Zbl 1407.14044
Eyral, Christophe; Oka, Mutsuo
3
2018
Topologically equisingular deformations of homogeneous hypersurfaces with line singularities are equimultiple. Zbl 1373.14006
Eyral, Christophe
2
2017
Non-compact Newton boundary and Whitney equisingularity for non-isolated singularities. Zbl 1374.14032
Eyral, Christophe; Oka, Mutsuo
1
2017
Uniform stable radius, Lê numbers and topological triviality for line singularities. Zbl 1390.14014
Eyral, Christophe
1
2017
Topics in equisingularity theory. Zbl 1354.14002
Eyral, Christophe
3
2016
Topological triviality of linear deformations with constant Lê numbers. Zbl 1341.32022
Eyral, Christophe; Ruas, Maria Aparecida Soares
1
2016
Deformations with constant Lê numbers and multiplicity of nonisolated hypersurface singularities. Zbl 1408.32029
Eyral, Christophe; Ruas, Maria Aparecida Soares
3
2015
Classification of the fundamental groups of join-type curves of degree seven. Zbl 1328.14051
Eyral, Christophe; Oka, Mutsuo
1
2015
Fundamental groups of join-type curves – achievements and perspectives. Zbl 1286.14044
Eyral, Christophe; Oka, Mutsuo
1
2014
Fundamental groups of join-type sextics via dessins d’enfants. Zbl 1276.14045
Eyral, Christophe; Oka, Mutsuo
2
2013
Topology of septics with the set of singularities \(\mathbf B_{4,4} \oplus 2\mathbf A_3 \oplus 5\mathbf A_1\) and \(\pi_1\)-equivalent weak Zariski pairs. Zbl 1248.14035
Cassou-Noguès, Pi.; Eyral, C.; Oka, M.
4
2012
On the geometry of certain irreducible non-torus plane sextics. Zbl 1185.14023
Eyral, Christophe; Oka, Mutsuo
2
2009
A proof of a conjecture of Degtyarev on non-torus plane sextics. Zbl 1193.14039
Eyral, Christophe; Oka, Mutsuo
1
2009
Alexander-equivalent Zariski pairs of irreducible sextics. Zbl 1180.14026
Eyral, Christophe; Oka, Mutsuo
1
2009
Zariski’s multiplicity question – a survey. Zbl 1185.32018
Eyral, Christophe
12
2007
Fundamental groups of the complements of certain plane non-tame torus sextics. Zbl 1096.14021
Eyral, Christophe; Oka, Mutsuo
3
2006
Zariski’s multiplicity question and aligned singularities. Zbl 1089.32019
Eyral, Christophe
1
2006
On the fundamental groups of the complements of plane singular sextics. Zbl 1070.14031
Eyral, Christophe; Oka, Mutsuo
6
2005
\(\pi_1\)-equivalent weak Zariski pairs. Zbl 1095.14025
Eyral, Christophe; Oka, Mutsuo
3
2005
Fundamental groups of singular quasi-projective varieties. Zbl 1060.14030
Eyral, Christophe
1
2004
Tomography of singular varieties and Lefschetz theorems. (Tomographie des variétés singulières et théorèmes de Lefschetz.) Zbl 1019.32019
Eyral, Christophe
1
2001
Homotopical depth and a conjecture of Grothendieck. (Profondeur homotopique et conjecture de Grothendieck.) Zbl 0978.55010
Eyral, Christophe
2
2000
On the homotopy of stratified spaces. (Sur l’homotopie des espaces stratifiés.) Zbl 0940.55011
Eyral, Christophe
3
1999

Citations by Year