Solutions to Hartshorne's Algebraic Geometry/Glossary of notation

$$\mathbb{A}^n$$ - affine $$n$$-space

$$\mathbb{C}$$ - the complex numbers

$$\mathfrak{m}$$ - a/the maximal ideal

$$\mathbb{N}$$ - the natural numbers

$$\mathcal{O}_X$$ - the sheaf of rings on a ringed space $$X$$.

$$\mathbb{P}^n$$ - projective $$n$$-space

$$\mathfrak{p}$$ - a prime ideal

$$\mathfrak{q}$$ - another prime ideal

$$\mathbb{Q}$$ - the rational numbers

$$\mathbb{R}$$ - the real numbers

$$\mathbb{Z}$$ - the integers