AbstractThe Jacobian conjecture in dimension two holds true if a conjecture, which we call below the generalized Sard property (GSP), holds true for the affine plane and an A1-fibration on A2. The observations will be made for affine pseudo-planes with the Jacobian conjecture enlarged to the generalized Jacobian conjecture
In Abhyankar's Purdue Lectures of 1971, the bivariate Jacobian Conjecture was settled for the case o...
AbstractWe give an algebraic proof of a theorem of H. Maugendre showing how the jacobian quotients o...
AbstractThe two-dimensional Jacobian conjecture states that given f and g in C[x, y], if the Jacobia...
AbstractThe Jacobian conjecture in dimension two holds true if a conjecture, which we call below the...
Suppose f(x, y), g(x, y) are two polynomials with complex coeffi-cients. The classical Jacobian Conj...
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 ...
By a known case of the Jacobian conjecture, we give a simple elementary proof of the two dimensional...
Abstract. This revised version of Abhyankar's old lecture notes contains the original proof of ...
Abstract. The paper contains the formulation of the problem and an almost up-to-date survey of some ...
The Jacobian Conjecture was first formulated by O. Keller in 1939. In the modern form it supposes in...
AbstractThe Jacobian conjecture in two variables is studied. It is shown that if ƒ, g∈C[x,y] have un...
AbstractThis paper contains conditions that are equivalent to the Jacobian Conjecture (JC) in two va...
Available from British Library Document Supply Centre- DSC:D80649 / BLDSC - British Library Document...
This revised version of Abhyankar's old lecture notes contains the original proof of the Galois case...
In Abhyankar's Purdue Lectures of 1971, the bivariate Jacobian Conjecture was settled for the case o...
AbstractWe give an algebraic proof of a theorem of H. Maugendre showing how the jacobian quotients o...
AbstractThe two-dimensional Jacobian conjecture states that given f and g in C[x, y], if the Jacobia...
AbstractThe Jacobian conjecture in dimension two holds true if a conjecture, which we call below the...
Suppose f(x, y), g(x, y) are two polynomials with complex coeffi-cients. The classical Jacobian Conj...
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 ...
By a known case of the Jacobian conjecture, we give a simple elementary proof of the two dimensional...
Abstract. This revised version of Abhyankar's old lecture notes contains the original proof of ...
Abstract. The paper contains the formulation of the problem and an almost up-to-date survey of some ...
The Jacobian Conjecture was first formulated by O. Keller in 1939. In the modern form it supposes in...
AbstractThe Jacobian conjecture in two variables is studied. It is shown that if ƒ, g∈C[x,y] have un...
AbstractThis paper contains conditions that are equivalent to the Jacobian Conjecture (JC) in two va...
Available from British Library Document Supply Centre- DSC:D80649 / BLDSC - British Library Document...
This revised version of Abhyankar's old lecture notes contains the original proof of the Galois case...
In Abhyankar's Purdue Lectures of 1971, the bivariate Jacobian Conjecture was settled for the case o...
AbstractWe give an algebraic proof of a theorem of H. Maugendre showing how the jacobian quotients o...
AbstractThe two-dimensional Jacobian conjecture states that given f and g in C[x, y], if the Jacobia...
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