The Jacobian conjecture: Approximate roots and intersection numbers
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2019-09-10
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Pontificia Universidad Católica del Perú
Abstract
En [14] Yansong Xu calcula el número de intersección de un par jacobiano usandos dos igualdades diferentes. Probamos la primera de estas desigualdades usando el lenguaje de [12], pero en lugar de la segunda solamente obtenemos una desigualdad.
We compute the intersection number of a Jacobian pair in two different ways following Yansong Xu, but using the language of [5]. We obtain nearly the same formulas, but with an inequality instead of an equality.
We compute the intersection number of a Jacobian pair in two different ways following Yansong Xu, but using the language of [5]. We obtain nearly the same formulas, but with an inequality instead of an equality.
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Conjetura Jacobiana
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