Is there an FAQ where I would find this?
There are only some efforts but no centralized FAQ
research has become much worse since the mailing list is not indexed anymore
Mathias Fleury said:
research has become much worse since the mailing list is not indexed anymore
we'll figure it out all in time ... no need to dispair
sorry I meant search, not research
Note that there is a mirror of the isabelle users mailing list on zulip: https://isabelle.zulipchat.com/#narrow/stream/336180-Archive-Mirror.3A-Isabelle-Users-Mailing-List/topic/stream.20events/near/294997473
You can use the Zulip search to query the messages.
Correct, but my favorite search engine has never suggested an email from the mailing list from the zulip mirror
And the messages only go back to 2020
No - the archive includes all messages up to 2020-08 and the Mirror stream includes all messages starting from 2020-08:
Here's the archive
https://isabelle.zulipchat.com/#narrow/stream/336180-Archive-Mirror.3A-Isabelle-Users-Mailing-List
Here's the mirror for the users mailing list:
https://isabelle.zulipchat.com/#narrow/stream/247541-Mirror.3A-Isabelle-Users-Mailing-List
Here's the mirror for isabelle dev:
https://isabelle.zulipchat.com/#narrow/stream/247542-Mirror.3A-Isabelle-Development-Mailing-List
Tobias Heindel (Heliax GmbH) said:
Is there an FAQ where I would find this?
- TYPE
- itself
Maybe the implementation manual gives you some idea what it is:
https://isabelle.in.tum.de/doc/implementation.pdf#subsection.2.3.2
Kevin Kappelmann said:
Tobias Heindel (Heliax GmbH) said:
Is there an FAQ where I would find this?
- TYPE
- itself
Maybe the implementation manual gives you some idea what it is:
https://isabelle.in.tum.de/doc/implementation.pdf#subsection.2.3.2
It gives me some information, indeed:
The
TYPE
constructor is the canonical representative of the unspecified typeα itself
; it essentially injects the language of types into that of terms. There is specific notationTYPE(τ)
forTYPE_{τ itself}
. Although being devoid of any particular meaning, the termTYPE(τ)
accounts for the type τ within the term language. In particular,TYPE(α)
may be used as formal argument in primitive definitions, in order to circumvent hidden polymorphism (cf. §2.2). For example,c TYPE(α) ≡ A[α]
definesc :: α itself ⇒ prop
in terms of a propositionA
that depends on an additional type argument, which is essentially a predicate on types.
However, I wonder whether I have chosen the wrong category ... (Beginner Questions
) ... :thinking:
Last updated: Feb 01 2025 at 20:19 UTC