Code as a Liberal Art (Minor)
Update
Students may continue to declare this minor through the end of Spring 2026. This minor will no longer be available to be declared beginning Fall 2026. All declared students will be fully supported to complete their minor.
Overview
Code as a Liberal Art is an undergraduate minor offered through Eugene Lang College of Liberal Arts.
Students in this minor deepen their understanding of code and computational thinking as part of a liberal arts education. Through disciplinary-based projects, you gain coding skills and investigate questions of access, equity, and social justice in relation to technological systems. Learn more about the Code as a Liberal Art program.
Curriculum
The curriculum for this minor draws on undergraduate courses offered at Lang and Parsons. Electives must be chosen in consultation with the director of this program. See the university course catalog for spring 2027 Code as a Liberal Art courses that fulfill these requirements.
The minor in Code as a Liberal Art requires completion of five courses, distributed as shown below, totaling a minimum of 18 credits:
- LCOD 2000 Code as a Liberal Art (formerly LCST 2436) (4 credits)
- LCOD 201x Code Toolkit (3 credits)
- Any other LCOD courses or approved electives (11-12 credits)
Total credits: 18-19
Students must receive a grade of C or better in all courses taken to fulfill the minor.
Eligibility
Minors are available to undergraduate students across The New School. Please meet with your Student Success advisor to discuss how a minor will fit in with your overall degree requirements.
How to Declare or Change a Minor
General guidelines for declaring a minor are available here. Current students can declare or change a minor by logging in to my.newschool.edu, clicking on the Academics tab, and then clicking on the link to Major/Minor Declarations.
Take the Next Step
Contact your Student Success advisor to discuss how a minor will fit with your degree requirements.
Declare or change a minor on my.newschool.edu in the Academics tab.

