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Can a compiler prove theorems?

score 152 · Answer 1 · 2022-03-14T15:29:34.153000

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Can a compiler prove theorems?

152 views Asked by Bubaya At 14 March 2022 at 15:29

score 92 · Answer 2 · 2022-01-14T11:30:11.473000

Why is sum-type a disjunction in the Curry-Howard correspondence?

92 views Asked by mazin At 14 January 2022 at 11:30

score 109 · Answer 3 · 2021-12-27T16:35:57.090000

How to implement OCaml function with the next type?

109 views Asked by Oleg Dats At 27 December 2021 at 16:35

score 200 · Answer 4 · 2021-12-17T18:05:22.750000

What is a correct way to prove the next propositional logic statement using Curry–Howard correspondence?

200 views Asked by Oleg Dats At 17 December 2021 at 18:05

score 377 · Answer 5 · 2020-12-24T18:45:02.443000

What is the name of the programming style enabled by dependent types (think Coq or Agda)?

377 views Asked by Hugo Carvalho de Paula At 24 December 2020 at 18:45

score 684 · Answer 6 · 2020-10-16T18:23:26.373000

If Either can be either Left or Right but not both, then why does it correspond to OR instead of XOR in Curry-Howard correspondence?

684 views Asked by Enlico At 16 October 2020 at 18:23

score 418 · Answer 7 · 2020-10-15T21:44:17.513000

What type corresponds to a xor b in type theory?

418 views Asked by Enlico At 15 October 2020 at 21:44

score 258 · Answer 8 · 2020-09-02T14:57:48.563000

Curry Howard correspondence in Coq

258 views Asked by Anon At 02 September 2020 at 14:57

score 307 · Answer 9 · 2019-10-12T08:18:56.180000

Curry's paradox in Haskell?

307 views Asked by Ignat Insarov At 12 October 2019 at 08:18

score 400 · Answer 10 · 2019-09-28T15:19:04.443000

Agda – difference between type args on the left and right side of the colon

400 views Asked by radrow At 28 September 2019 at 15:19

score 248 · Answer 11 · 2019-09-19T17:14:08.633000

CoNat : proving that 0 is neutral to the left

248 views Asked by Dave At 19 September 2019 at 17:14

score 235 · Answer 12 · 2019-05-12T22:36:44.323000

Understanding Curry-Howard Isomorphism exercise from Thinking With Types

235 views Asked by Shane Unger At 12 May 2019 at 22:36

score 198 · Answer 13 · 2018-12-06T02:41:52.483000

Prove exhaustivity of print function based on a string map in Haskell

198 views Asked by Keith Pinson At 06 December 2018 at 02:41

score 179 · Answer 14 · 2018-11-15T13:28:40.790000

Curry-Howard for term synthesis in Isabelle

179 views Asked by Nick Hu At 15 November 2018 at 13:28

score 519 · Answer 15 · 2018-10-22T21:15:55.280000

How to prove the principle of explosion (ex falso sequitur quodlibet) in Scala?

519 views Asked by DrPhil At 22 October 2018 at 21:15

score 242 · Answer 16 · 2017-04-18T08:54:24.317000

Why do Leans `Prop`ositions get special treatment?

242 views Asked by Sebastian Graf At 18 April 2017 at 08:54

score 1830 · Answer 17 · 2017-03-06T10:50:18.570000

What is the bottom type?

1.8k views Asked by V. Semeria At 06 March 2017 at 10:50

score 338 · Answer 18 · 2017-02-24T16:37:41.153000

What's the equivalent of a bug by the Curry-Howard isomorphism?

338 views Asked by V. Semeria At 24 February 2017 at 16:37

score 194 · Answer 19 · 2016-09-02T13:00:30.633000

Could not deduce SingI of predecessor Nat

194 views Asked by denormal At 02 September 2016 at 13:00

score 1766 · Answer 20 · 2016-06-24T13:13:43.540000

Practical examples of using Void

1.7k views Asked by Anton3 At 24 June 2016 at 13:13

TechQA.

List Question

Can a compiler prove theorems?

Why is sum-type a disjunction in the Curry-Howard correspondence?

How to implement OCaml function with the next type?

What is a correct way to prove the next propositional logic statement using Curry–Howard correspondence?

What is the name of the programming style enabled by dependent types (think Coq or Agda)?

If Either can be either Left or Right but not both, then why does it correspond to OR instead of XOR in Curry-Howard correspondence?

What type corresponds to a xor b in type theory?

Curry Howard correspondence in Coq

Curry's paradox in Haskell?

Agda – difference between type args on the left and right side of the colon

CoNat : proving that 0 is neutral to the left

Understanding Curry-Howard Isomorphism exercise from Thinking With Types

Prove exhaustivity of print function based on a string map in Haskell

Curry-Howard for term synthesis in Isabelle

How to prove the principle of explosion (ex falso sequitur quodlibet) in Scala?

Why do Leans `Prop`ositions get special treatment?

What is the bottom type?

What's the equivalent of a bug by the Curry-Howard isomorphism?

Could not deduce SingI of predecessor Nat

Practical examples of using Void

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