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20
Devhide
2022-03-14T15:29:34.153000
152
Views
Can a compiler prove theorems?
Published on
14 March 2022 at 15:29
#types
#functional-programming
#logic
#typechecking
#curry-howard
92
Views
Why is sum-type a disjunction in the Curry-Howard correspondence?
Published on
14 January 2022 at 11:30
#category-theory
#curry-howard
109
Views
How to implement OCaml function with the next type?
Published on
27 December 2021 at 16:35
#types
#functional-programming
#ocaml
#type-inference
#curry-howard
200
Views
What is a correct way to prove the next propositional logic statement using Curry–Howard correspondence?
Published on
17 December 2021 at 18:05
#types
#functional-programming
#ocaml
#type-inference
#curry-howard
377
Views
What is the name of the programming style enabled by dependent types (think Coq or Agda)?
Published on
24 December 2020 at 18:45
#coq
#specifications
#dependent-type
#formal-methods
#curry-howard
684
Views
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?
Published on
16 October 2020 at 18:23
#haskell
#functional-programming
#boolean-logic
#category-theory
#curry-howard
418
Views
What type corresponds to a xor b in type theory?
Published on
15 October 2020 at 21:44
#haskell
#functional-programming
#category-theory
#curry-howard
258
Views
Curry Howard correspondence in Coq
Published on
02 September 2020 at 14:57
#coq
#curry-howard
307
Views
Curry's paradox in Haskell?
Published on
12 October 2019 at 08:18
#haskell
#recursion
#logic
#curry-howard
400
Views
Agda – difference between type args on the left and right side of the colon
Published on
28 September 2019 at 15:19
#agda
#dependent-type
#type-level-computation
#curry-howard
248
Views
CoNat : proving that 0 is neutral to the left
Published on
19 September 2019 at 17:14
#proof
#agda
#curry-howard
#coinduction
#codata
235
Views
Understanding Curry-Howard Isomorphism exercise from Thinking With Types
Published on
12 May 2019 at 22:36
#haskell
#types
#category-theory
#type-level-computation
#curry-howard
198
Views
Prove exhaustivity of print function based on a string map in Haskell
Published on
06 December 2018 at 02:41
#haskell
#proof
#proof-of-correctness
#curry-howard
179
Views
Curry-Howard for term synthesis in Isabelle
Published on
15 November 2018 at 13:28
#isabelle
#proof
#dependent-type
#lambda-calculus
#curry-howard
519
Views
How to prove the principle of explosion (ex falso sequitur quodlibet) in Scala?
Published on
22 October 2018 at 21:15
#scala
#proof
#type-level-computation
#curry-howard
242
Views
Why do Leans `Prop`ositions get special treatment?
Published on
18 April 2017 at 08:54
#types
#theorem-proving
#curry-howard
#lean
1.8k
Views
What is the bottom type?
Published on
06 March 2017 at 10:50
#lambda-calculus
#type-theory
#curry-howard
338
Views
What's the equivalent of a bug by the Curry-Howard isomorphism?
Published on
24 February 2017 at 16:37
#computer-science
#curry-howard
194
Views
Could not deduce SingI of predecessor Nat
Published on
02 September 2016 at 13:00
#haskell
#dependent-type
#singleton-type
#curry-howard
1.7k
Views
Practical examples of using Void
Published on
24 June 2016 at 13:13
#haskell
#types
#type-systems
#curry-howard
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