DOIAbstract
AbstractIn this note we give a short conceptual proof of the Jacobian conjecture in dimension 3 and degree 3, which was only known through a lengthy computer calculation. We use methods from algebraic geometry
AbstractIn this note we give a short conceptual proof of the Jacobian conjecture in dimension 3 and degree 3, which was only known through a lengthy computer calculation. We use methods from algebraic geometry
By a known case of the Jacobian conjecture, we give a simple elementary proof of the two dimensional...
Contains fulltext : 135224.pdf (preprint version ) (Open Access
We give some relations between Jacobians and minimal polynomials of n polynomials in n variables, wh...
In this note we give a short conceptual proof of the Jacobian conjecture in dimension 3 and degree 3...
AbstractIn this note we give a short conceptual proof of the Jacobian conjecture in dimension 3 and ...
International audienceThe Jacobian Conjecture states that any locally invertible polynomial system i...
Abstract. The paper contains the formulation of the problem and an almost up-to-date survey of some ...
In [1] Bass, Connell and Wright showed that it suffices to investigate the Jaco-bian Conjecture for ...
AbstractThis paper contains conditions that are equivalent to the Jacobian Conjecture (JC) in two va...
Suppose f(x, y), g(x, y) are two polynomials with complex coeffi-cients. The classical Jacobian Conj...
In Abhyankar's Purdue Lectures of 1971, the bivariate Jacobian Conjecture was settled for the case o...
The Jacobian Conjecture was first formulated by O. Keller in 1939. In the modern form it supposes in...
We extend a corollary in [2], yielding a sufficient and necessary condition for a polynomial map to ...
Contains fulltext : 223654.pdf (publisher's version ) (Open Access
AbstractThe Jacobian conjecture in dimension two holds true if a conjecture, which we call below the...
By a known case of the Jacobian conjecture, we give a simple elementary proof of the two dimensional...
Contains fulltext : 135224.pdf (preprint version ) (Open Access
We give some relations between Jacobians and minimal polynomials of n polynomials in n variables, wh...
In this note we give a short conceptual proof of the Jacobian conjecture in dimension 3 and degree 3...
AbstractIn this note we give a short conceptual proof of the Jacobian conjecture in dimension 3 and ...
International audienceThe Jacobian Conjecture states that any locally invertible polynomial system i...
Abstract. The paper contains the formulation of the problem and an almost up-to-date survey of some ...
In [1] Bass, Connell and Wright showed that it suffices to investigate the Jaco-bian Conjecture for ...
AbstractThis paper contains conditions that are equivalent to the Jacobian Conjecture (JC) in two va...
Suppose f(x, y), g(x, y) are two polynomials with complex coeffi-cients. The classical Jacobian Conj...
In Abhyankar's Purdue Lectures of 1971, the bivariate Jacobian Conjecture was settled for the case o...
The Jacobian Conjecture was first formulated by O. Keller in 1939. In the modern form it supposes in...
We extend a corollary in [2], yielding a sufficient and necessary condition for a polynomial map to ...
Contains fulltext : 223654.pdf (publisher's version ) (Open Access
AbstractThe Jacobian conjecture in dimension two holds true if a conjecture, which we call below the...
By a known case of the Jacobian conjecture, we give a simple elementary proof of the two dimensional...
Contains fulltext : 135224.pdf (preprint version ) (Open Access
We give some relations between Jacobians and minimal polynomials of n polynomials in n variables, wh...
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