# 'Curly' Z and I - Affine algebraic sets

• Oct 26th 2013, 06:05 PM
Bernhard
'Curly' Z and I - Affine algebraic sets
I am reading Dummit and Foote on affine algebraic sets and wish to create posts refering to such objects.

The notation for a subset Z(S) of affine space is a "curly" Z - see attachment - bottom of page 658.

Also the notion for the unique largest ideal whose locus determines a particular algebraic set V is a 'curly' I - see attachment, third paragraph on page 660.

Peter
• Dec 20th 2013, 07:53 PM
fobos3
Re: 'Curly' Z and I - Affine algebraic sets
\mathcal is what you want: $\mathcal{Z}\mathcal{I}$
• Dec 20th 2013, 08:10 PM
Bernhard
Re: 'Curly' Z and I - Affine algebraic sets
Thanks fobos3

Appreciate the help

Peter