Documentation Verification Report

BasicTheorems

📁 Source: MRiscX/Util/BasicTheorems.lean

Statistics

MetricCount
DefinitionsinstPreorderUInt64_mRiscX
1
Theoremsadd_gt_zero, add_gt_zero_gt_zero, gt_and_neq_succ_gt_succ, gt_zero_le_one, le_sub_one_le, lt_add_cancel_right, lt_sub_left, mod_succ_eq, size_sub_lt_size, add_cancel_left_iff, add_cancel_right_iff, add_lt_add, add_right_ne_of_lt, add_sub_assoc, gt_zero_neq_zero, le_toNat_iff, lt_toNat_iff, lt_zero, excluded_middle_implication, instWellFoundedLTUInt64_mRiscX
20
Total21

Nat

Theorems

NameKindAssumesProvesValidatesDepends On
add_gt_zero 📖add_gt_zero_gt_zero
add_gt_zero_gt_zero 📖
gt_and_neq_succ_gt_succ 📖
gt_zero_le_one 📖
le_sub_one_le 📖
lt_add_cancel_right 📖
lt_sub_left 📖lt_add_cancel_right
mod_succ_eq 📖
size_sub_lt_size 📖

UInt64

Theorems

NameKindAssumesProvesValidatesDepends On
add_cancel_left_iff 📖add_cancel_right_iff
add_cancel_right_iff 📖
add_lt_add 📖lt_toNat_iff
add_right_ne_of_lt 📖add_cancel_left_iff
add_sub_assoc 📖
gt_zero_neq_zero 📖
le_toNat_iff 📖
lt_toNat_iff 📖
lt_zero 📖

(root)

Definitions

NameCategoryTheorems
instPreorderUInt64_mRiscX 📖CompOp

Theorems

NameKindAssumesProvesValidatesDepends On
excluded_middle_implication 📖
instWellFoundedLTUInt64_mRiscX 📖

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