An improvement of Kaplansky's lemma on locally algebraic operators

Bernard Aupetit

Displaying similar documents to “An improvement of Kaplansky's lemma on locally algebraic operators”

Polynomial inequalities on algebraic sets

M. Baran, W. Pleśniak (2000)

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We give an estimate of Siciak’s extremal function for compact subsets of algebraic varieties in $ℂ^{n}$ (resp. $ℝ^{n}$ ). As an application we obtain Bernstein-Walsh and tangential Markov type inequalities for (the traces of) polynomials on algebraic sets.

On a Special Class of Non Complete Webs

Julien Sebag (2010)

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In this article, we introduce a special class of non complete webs, the . We also study the algebraic and geometric properties of these webs.

Degrees of Polynomial Solutions of a Class of Riccati - tipe Differential Equations*.

Mira Bhargava (1964)

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Toufik Zaïmi (2011)

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On the dynamics of extendable polynomial endomorphisms of ℝ²

Ewa Ligocka (2007)

Annales Polonici Mathematici

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We extend the results obtained in our previous paper, concerning quasiregular polynomials of algebraic degree two, to the case of polynomial endomorphisms of ℝ² whose algebraic degree is equal to their topological degree. We also deal with some other classes of polynomial endomorphisms extendable to ℂℙ².