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Primitive operations in proofs

score 255 · Answer 1 · 2024-11-03 18:16:29

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Primitive operations in proofs

255 views Asked by Yuriosity At 03 November 2024 at 18:16

score 139 · Answer 2 · 2024-10-19 19:53:28

Idris - Vector Queues and Rewrite Rules

139 views Asked by nomicflux At 19 October 2024 at 19:53

score 376 · Answer 3 · 2024-11-01 20:23:36

Replace subexpression in equality proof in Idris

376 views Asked by user1747134 At 01 November 2024 at 20:23

score 279 · Answer 4 · 2024-11-03 17:52:12

Automatic detection of domain for dependent type function in Idris

279 views Asked by Shersh At 03 November 2024 at 17:52

score 229 · Answer 5 · 2024-11-02 21:26:56

Example of a `Type 1` that is neither `Type` nor an inhabitant of `Type`

229 views Asked by Snowball At 02 November 2024 at 21:26

score 161 · Answer 6 · 2024-11-01 20:23:31

Prove So (0 < m) -> (n ** m = S n)

161 views Asked by mudri At 01 November 2024 at 20:23

score 498 · Answer 7 · 2024-10-19 19:46:47

Is there a nice way to use `->` directly as a function in Idris?

498 views Asked by Vic Smith At 19 October 2024 at 19:46

score 186 · Answer 8 · 2024-10-21 11:39:32

Surprising failure of unification in Idris

186 views Asked by Vic Smith At 21 October 2024 at 11:39

score 719 · Answer 9 · 2024-11-02 16:35:12

Generating run time proofs with type predicates in Idris

719 views Asked by Vic Smith At 02 November 2024 at 16:35

score 684 · Answer 10 · 2024-10-28 03:52:34

Open Type Level Proofs in Haskell/Idris

684 views Asked by David Harrison At 28 October 2024 at 03:52

TechQA.

List Question

Primitive operations in proofs

Idris - Vector Queues and Rewrite Rules

Replace subexpression in equality proof in Idris

Automatic detection of domain for dependent type function in Idris

Example of a `Type 1` that is neither `Type` nor an inhabitant of `Type`

Prove So (0 < m) -> (n ** m = S n)

Is there a nice way to use `->` directly as a function in Idris?

Surprising failure of unification in Idris

Generating run time proofs with type predicates in Idris

Open Type Level Proofs in Haskell/Idris

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