DOIAbstract
AbstractWe give a full classification, up to polynomial automorphisms, of complete polynomial vector fields in two complex variables
AbstractWe give a full classification, up to polynomial automorphisms, of complete polynomial vector fields in two complex variables
We discuss criteria for the nonexistence, existence and computation of invariant algebraic surfaces ...
Given a pair of commuting holomorphic vector fields defined on a neighborhood of (0,0) in C^2, we di...
AbstractWe investigate projections of homogeneous polynomial vector fields to level sets of homogene...
AbstractWe give a full classification, up to polynomial automorphisms, of complete polynomial vector...
AbstractWe prove that every polynomial vector field on C2 that is complete on a transcendental (prop...
AbstractIt is proved that any polynomial vector field in two complex variables which is complete on ...
AbstractThe class bn of polynomial vector fields of degree n which define global flows in R2 is char...
AbstractIn this work we finish off the classification of meromorphic semi-complete vector fields ann...
We give the classification of all complete algebraic vector fields on Danielewski surfaces (smooth s...
International audienceWe study the classification of polynomial vector fields in two complex variabl...
The enumeration of combinatorial classes of the complex polynomial vector fields in C presented in [...
A Class of Topological Foliations on S2 That Are Topologically Equivalent to Polynomial Vector field
AbstractWe classify the foliations associated to Hamiltonian vector fields on C2, with an isolated s...
We describe the origin and evolution of ideas on topological and polynomial invariants and their int...
It has been conjectured by Casas-Alvero that polynomials of degree n over fields of characteristic 0...
We discuss criteria for the nonexistence, existence and computation of invariant algebraic surfaces ...
Given a pair of commuting holomorphic vector fields defined on a neighborhood of (0,0) in C^2, we di...
AbstractWe investigate projections of homogeneous polynomial vector fields to level sets of homogene...
AbstractWe give a full classification, up to polynomial automorphisms, of complete polynomial vector...
AbstractWe prove that every polynomial vector field on C2 that is complete on a transcendental (prop...
AbstractIt is proved that any polynomial vector field in two complex variables which is complete on ...
AbstractThe class bn of polynomial vector fields of degree n which define global flows in R2 is char...
AbstractIn this work we finish off the classification of meromorphic semi-complete vector fields ann...
We give the classification of all complete algebraic vector fields on Danielewski surfaces (smooth s...
International audienceWe study the classification of polynomial vector fields in two complex variabl...
The enumeration of combinatorial classes of the complex polynomial vector fields in C presented in [...
A Class of Topological Foliations on S2 That Are Topologically Equivalent to Polynomial Vector field
AbstractWe classify the foliations associated to Hamiltonian vector fields on C2, with an isolated s...
We describe the origin and evolution of ideas on topological and polynomial invariants and their int...
It has been conjectured by Casas-Alvero that polynomials of degree n over fields of characteristic 0...
We discuss criteria for the nonexistence, existence and computation of invariant algebraic surfaces ...
Given a pair of commuting holomorphic vector fields defined on a neighborhood of (0,0) in C^2, we di...
AbstractWe investigate projections of homogeneous polynomial vector fields to level sets of homogene...
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