fields

by parcadei3.9k

Problem-solving strategies for fields in abstract algebra

Install

The skill file stays in the publisher's repository.

Paste the copied command in a terminal. It installs this SKILL.md into that agent.

npx skills add parcadei/Continuous-Claude-v3 --skill fields -a cursor -y

How do I install fields?: Download .claude/skills/math/abstract-algebra/fields/SKILL.md from the publisher, or copy the path and open the repository. PlugMCP lists the skill and does not host the file.
Where does fields live?: The publisher keeps it at https://github.com/parcadei/Continuous-Claude-v3.
Which agents can use fields?: Claude, Cursor, and Codex can read a SKILL.md you add from the publisher's repository.

Use this skill when working on fields problems in abstract algebra.

Is F a field?
- (F, +) is an abelian group with identity 0
- (F \ {0}, *) is an abelian group with identity 1
- Distributive law holds
- z3_solve.py prove "field_axioms"
Field Extensions
- E is extension of F if F is subfield of E
- Degree [E:F] = dimension of E as F-vector space
- for minimal polynomial