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List Question
20
Devhide
2017-09-02 05:57:49
3.4k
Views
what's the difference between lean, f*, and dafny?
Published on
02 September 2017 at 05:57
#dafny
#lean
#fstar
309
Views
Mathlib keeps rebuilding even after I `lake exe cache get`
Published on
12 October 2023 at 11:32
#lean
#mathlib
#lake
76
Views
How do I force an instance of a typeclass to be used in lean4?
Published on
22 October 2023 at 22:22
#functional-programming
#lean
80
Views
Does the type Prop get special treatment by Lean?
Published on
31 October 2023 at 15:44
#lean
57
Views
Finding an operation that satisfies a specific requirement in "lean"
Published on
09 November 2023 at 02:15
#function
#boolean
#algebra
#lean
37
Views
Leverage theorem in the reals for the natural numbers
Published on
14 November 2023 at 23:03
#lean
61
Views
Prove by matching specific natural numbers in Lean
Published on
18 November 2023 at 21:07
#lean
59
Views
Proving a pair isn't in a relation?
Published on
05 December 2023 at 07:22
#lean
90
Views
Proving that set A ≠ (Aᶜ)
Published on
05 December 2023 at 04:46
#lean
746
Views
Is there a tactic for solving such trivial goals (lean theorem proving)?
Published on
12 December 2020 at 17:16
#lean
112
Views
turn proofs for nat into proofs for non-negative ints
Published on
14 December 2020 at 08:33
#lean
558
Views
Is Lean 4 lazy or strict?
Published on
14 April 2022 at 08:11
#lazy-evaluation
#lean
185
Views
Preventing installation conflicts with SageMath
Published on
20 April 2022 at 04:54
#python
#installation
#sage
#lean
289
Views
Lean define groups
Published on
16 April 2021 at 11:48
#type-theory
#lean
68
Views
Lean pass type as parameter
Published on
16 April 2021 at 10:58
#type-theory
#lean
486
Views
Apply function in goal in lean proof
Published on
21 April 2021 at 15:51
#proof
#theorem-proving
#lean
253
Views
How do I prove this in Lean? p ∨ ¬p
Published on
03 May 2021 at 14:16
#logic
#lean
55
Views
Does lean have syntax for declaration of signatures?
Published on
21 November 2018 at 03:40
#lean
352
Views
Does lean enhance proof surveyability?
Published on
30 August 2020 at 15:59
#z3
#coq
#isabelle
#smt
#lean
234
Views
Quickly simplifying the expression 'ite ("a"="b") x y'
Published on
14 September 2020 at 16:56
#lean
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