AbstractIn this paper we give a geometric proof for a version of the Pinchuk solution of the Strong Real Jacobian Conjecture. Moreover, we compute the location of the zero sets on the Pinchuk surface of the determinant of the Jacobians of the corresponding étale mappings
The main goal of this article is to give an explicit rigid analytic uniformization of the maximal to...
In this paper we describe the global phase portrait of the Hamiltonian system associated to a Pinchu...
Let F = (f,g) : R2 → R2 be a polynomial map such that det(DF(x,y)) is nowhere zero and F(0,0) = (0,...
Abstract. All counterexamples of Pinchuk type to the strong real Jacobian conjecture are shown to ha...
Abstract. Implementations of known reductions of the Strong Real Jacobian Conjecture (SRJC), to the ...
Abstract. The asymptotic variety of a counterexample of Pinchuk type to the strong real Jacobian con...
Jacobian conjectures (that nonsingular implies a global inverse) for rational everywhere defined map...
AbstractThe asymptotic variety of a counterexample of Pinchuk type to the strong real Jacobian conje...
Abstract. The paper contains the formulation of the problem and an almost up-to-date survey of some ...
International audienceA smooth complex variety satisfies the Generalized Jacobian Conjecture if all ...
AbstractIn these notes, we wish to present a new approach to the problem of prescribing Jacobian det...
Abstract. The aim here is to continue the investigation in [1] of Jacobians of a Klein surface and a...
22 pages, 13 diagramsThe Jacobian conjecture is an old unsolved problem in mathematics, which has be...
By IGOR KRICHEVER We prove Welters ’ trisecant conjecture: an indecomposable principally polar-ized ...
The main goal of this article is to give an explicit rigid analytic uniformization of the maximal to...
The main goal of this article is to give an explicit rigid analytic uniformization of the maximal to...
In this paper we describe the global phase portrait of the Hamiltonian system associated to a Pinchu...
Let F = (f,g) : R2 → R2 be a polynomial map such that det(DF(x,y)) is nowhere zero and F(0,0) = (0,...
Abstract. All counterexamples of Pinchuk type to the strong real Jacobian conjecture are shown to ha...
Abstract. Implementations of known reductions of the Strong Real Jacobian Conjecture (SRJC), to the ...
Abstract. The asymptotic variety of a counterexample of Pinchuk type to the strong real Jacobian con...
Jacobian conjectures (that nonsingular implies a global inverse) for rational everywhere defined map...
AbstractThe asymptotic variety of a counterexample of Pinchuk type to the strong real Jacobian conje...
Abstract. The paper contains the formulation of the problem and an almost up-to-date survey of some ...
International audienceA smooth complex variety satisfies the Generalized Jacobian Conjecture if all ...
AbstractIn these notes, we wish to present a new approach to the problem of prescribing Jacobian det...
Abstract. The aim here is to continue the investigation in [1] of Jacobians of a Klein surface and a...
22 pages, 13 diagramsThe Jacobian conjecture is an old unsolved problem in mathematics, which has be...
By IGOR KRICHEVER We prove Welters ’ trisecant conjecture: an indecomposable principally polar-ized ...
The main goal of this article is to give an explicit rigid analytic uniformization of the maximal to...
The main goal of this article is to give an explicit rigid analytic uniformization of the maximal to...
In this paper we describe the global phase portrait of the Hamiltonian system associated to a Pinchu...
Let F = (f,g) : R2 → R2 be a polynomial map such that det(DF(x,y)) is nowhere zero and F(0,0) = (0,...
DOI
Add to ORKG