This inspired me to review continuations in Scheme, which is the first place I encountered call-with-current-continuation or call/cc. A few Wikipedia links that explain things better than I can:

Continuation-passing style was always the part that broke my brain. Imagine function calls that don't return. Instead,  you pass one final argumentβ€”the continuationβ€”and the function invokes that with the result of its computation!

#scheme #callcc

call-with-current-continuation - Wikipedia

πŸ€“ Ah yes, the riveting saga of "normal-order syntax-rules" and the elusive call/cc fix-point, where syntax rules magically transform into a proof assistant. πŸ§™β€β™‚οΈ Because what better way to celebrate Daniel P. Friedman than with a marathon of indecipherable jargon and fewer common examples no one asked for. πŸŽ‰
https://okmij.org/ftp/Scheme/callcc-calc-page.html #normalordersyntax #syntaxrules #callcc #proofassistant #DanielPFriedman #programmingjargon #HackerNews #ngated
Normal-order syntax-rules and proving the fix-point of call/cc

CPS and beta-normalization with syntax-rules as a proof assistant in search of the fixpoint of call/cc

Normal-order syntax-rules and proving the fix-point of call/cc

CPS and beta-normalization with syntax-rules as a proof assistant in search of the fixpoint of call/cc

Reification of continuations lets you do some neat things.

#lisp #scheme #callcc #plt

Continuations Brief Summary. Studied the topic a bit and brought you a write-up. Should be interesting for people related to programming, and especially for scheme and lisp users.

https://trop.in/blog/continuations-brief-summary

#programming #scheme #lisp #clojure #commonlisp #callcc #continuation

Continuations Brief Summary β€” trop.in

- Lie derivative of a tensor is another tensor of the same type
This is like #callcc but for tensors