[Prev][Next][Index][Thread]
Embedding CLL in ILL
The embedding of classical logic in intuitionistic logic is well-known (for
example, Goedel et al.'s using triple-negation, or Girard's translation using
polarities). Is there a similar embedding of classical linear logic into
intuitionistic linear logic? Could someone give me a reference for this?
I am also interested in knowing if anyone has presented a "reverse" embedding
of classical linear logic into classical logic. Maybe this sounds useless, but
it would give rise to the embedding above by composition:
<-?-
CL ---> CLL
|
v
IL ---> ILL
---
Frank Christoph Next Solution Co. Tel: 0424-98-1811
christo@nextsolution.co.jp Fax: 0424-98-1500
Follow-Ups: