Skip to main content
punctuation
Source Link
Martin Sleziak
  • 4.7k
  • 4
  • 35
  • 40

Ordinary inductive types is initial algebras for free monads. However, HITs are not initial algebras for endofunctors but presented monads.

From nLab, initial algebra of a presentable (infinity,1)-monad and blog comment, Peter and Mike constructed models for HITs in their paper.

Where is the reference or link for this paper  ?

Ordinary inductive types is initial algebras for free monads. However, HITs are not initial algebras for endofunctors but presented monads.

From nLab, initial algebra of a presentable (infinity,1)-monad and blog comment, Peter and Mike constructed models for HITs in their paper.

Where is the reference or link for this paper  ?

Ordinary inductive types is initial algebras for free monads. However, HITs are not initial algebras for endofunctors but presented monads.

From nLab, initial algebra of a presentable (infinity,1)-monad and blog comment, Peter and Mike constructed models for HITs in their paper.

Where is the reference or link for this paper?

added a tag
Link
Todd Trimble
  • 53.3k
  • 6
  • 205
  • 322
Source Link

Models for Higher Inductive Types in Homotopy Type Theory

Ordinary inductive types is initial algebras for free monads. However, HITs are not initial algebras for endofunctors but presented monads.

From nLab, initial algebra of a presentable (infinity,1)-monad and blog comment, Peter and Mike constructed models for HITs in their paper.

Where is the reference or link for this paper ?