2. Algebraic geometry in the affine plane

In this section, we will assume $K = ℝ$ or $ℂ$ .

Algebraic geometry in the plane $K^{2}$ essentially consists in studying plane algebraic curves: a plane algebraic curveC is the set of solutions in $K^{2}$ ...

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Algebraic geometry in the affine plane

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Bibliography

(1) - BENNEDETTI (R.), RISLER (J.-J.) - Real algebraic and semi-algebraic sets - Hermann (1990).
(2) - BASU (S.), POLLACK (R.), ROY (M.-F.) - Basic algorithms in real Algebraic Geometry - Springer (2003).
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