Coq-Gym-Data-Set / README.md
brando's picture
Add data structure to README.md (#7)
e91d31d verified
---
license: apache-2.0
dataset_info:
features:
- name: relevant_lemmas
sequence: string
- name: prev_tactics
sequence: string
- name: context
struct:
- name: bg_goals
list:
- name: goal
dtype: string
- name: hypotheses
sequence: string
- name: fg_goals
list:
- name: goal
dtype: string
- name: hypotheses
sequence: string
- name: given_up_goals
list:
- name: goal
dtype: string
- name: hypotheses
sequence: string
- name: shelved_goals
list:
- name: goal
dtype: string
- name: hypotheses
sequence: string
- name: tactic
dtype: string
splits:
- name: test
num_bytes: 4006839384
num_examples: 363042
- name: train
num_bytes: 22292111267
num_examples: 1836339
download_size: 170002248
dataset_size: 26298950651
configs:
- config_name: default
data_files:
- split: test
path: data/test-*
- split: train
path: data/train-*
---
## Proverbot Scrapes
Here we include a dump of proofs in coq-gym using the proverbot9001 tool.
## Dataset Structure:
- **relevant_lemmas**: A list of lemmas that are relevant to the proof. Each lemma is accompanied by its formal statement and registration in the proof context.
- **prev_tactics**: The tactics used in the previous steps of the proof (The first tactic being the lemma definition itself). This can help in understanding the sequence of operations leading to the current state.
- **context**: The current proof context, including background goals (bg_goals), foreground goals (fg_goals), given up goals (given_up_goals), and shelved goals (shelved_goals).
- **fg_goals**: The primary goal(s) being addressed at the current step, along with any hypotheses that have been introduced.
- **tactic**: The tactic being applied in the current proof step.
## Example Entry:
```
{
'relevant_lemmas': [
'Axiomatization2SequentCalculus_cpSC : ClassicalPropositionalSequentCalculus L GammaD.',
'reg_Axiomatization2SequentCalculus_cpSC : RegisterClass P2D_reg (fun cpSC: unit => @Axiomatization2SequentCalculus_cpSC) 5.',
...
],
'prev_tactics': [
'\n\nLemma contrapositiveNP: forall (x y: expr),\n |-- (~~ y --> x) --> (~~ x --> y).\n'
],
'context': {
'bg_goals': [],
'fg_goals': [
{
'goal': 'forall x y : expr, provable (impp (impp (negp y) x) (impp (negp x) y))',
'hypotheses': [
'cpAX : ClassicalPropositionalLogic L Gamma',
...
]
}
],
'given_up_goals': [],
'shelved_goals': []
},
'tactic': '\nProof.\n',
}
```