Invariants of singularities of polynomials in two complex variables and the Newton diagrams.
Nearly irreducibility of polynomials and the Newton diagrams
Let f be a polynomial in two complex variables. We say that f is nearly irreducible if any two nonconstant polynomial factors of f have a common zero in C2. In the paper we give a criterion of nearly irreducibility for a given polynomial f in terms of its Newton diagram.
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