Learning objectives
A first introduction to algebraic theory of lines and surfaces.
Prerequisites
Algebra 1.
Course unit content
<p>Commutative rings with identity: ideals and radicals.</p>
<p>Modules over commutative rings with identity: Nakayama's lemma.</p>
<p>Local and semilocal rings: localizing.</p>
<p>Noetherian and artinian rings and modules.</p>
<p>Ideals of artinian rings: primary decomposition.</p>
<p>Krull's dimension.</p>
<p>From commuttive algebra to algebraic geometry.</p>
<p> </p>
<p> </p>
Full programme
- - -
Bibliography
Atiya-MacDonald, Algebra commutativa, Feltrinelli
Teaching methods
Seminars.
Assessment methods and criteria
- - -
Other information
- - -
2030 agenda goals for sustainable development
- - -