О ТОПОЛОГИИ ПЛОСКИХ ВЕЩЕСТВЕННЫХ РАСПАДАЮЩИХСЯ КРИВЫХ СТЕПЕНЕЙ 7 И 8
We consider the problem of isotopic classification of plane real algebraic curves that decompose into
several irreducible factors, which is related to the first part of Hilbert’s 16th problem. A review of the
results obtained by the authors in the last two years about curves of degree 7 that decompose into three
factors, and about curves of degree 8, that decompose into two factors, is given.
Keywords: Hilbert’s 16th problem, decomposable plane real algebraic curves, topological classification.