Hugging Face
Models
Datasets
Spaces
Buckets
new
Docs
Enterprise
Pricing
Website
Tasks
HuggingChat
Collections
Languages
Organizations
Community
Blog
Posts
Daily Papers
Learn
Discord
Forum
GitHub
Solutions
Team & Enterprise
Hugging Face PRO
Enterprise Support
Inference Providers
Inference Endpoints
Storage Buckets
Log In
Sign Up
Datasets:
scicraft
/
LeanCat
like
0
Tasks:
Text Generation
Modalities:
Text
Formats:
json
Languages:
English
Size:
< 1K
Tags:
lean4
mathlib
formal-theorem-proving
category-theory
benchmark
proof-generation
Libraries:
Datasets
pandas
Polars
+ 1
License:
cc-by-4.0
Dataset card
Data Studio
Files
Files and versions
xet
Community
1
main
LeanCat
/
CAT_statement
/
S_0050.lean
scicraft
Upload folder using huggingface_hub
916823d
verified
26 days ago
raw
Copy download link
history
blame
contribute
delete
194 Bytes
import
Mathlib
open
CategoryTheory
Limits
theorem
isCompactObject_iff_finite_
type
(
X
:
Type
u) :
PreservesFilteredColimits
(coyoneda.obj (
Opposite
.op
X
)) ↔
Finite
X
:= by
sorry