proof

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I'm trying to build a proof in Coq that two different permutation definitions are equivalent, but the non-inductive side is not working
user_198878590
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2
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64
induction coq permutation proof logic
Proof of optimality of greedy algorithm for scheduling
user_70546980
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2
1
48
greedy proof scheduling optimization algorithm
Coq: Simpl in match pattern when having an inequality hypothesis
user_195740160
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1
1
69
coq proof match inequality
Coq: Implementation of splitstring and proof that nothing gets deleted
user_195740160
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1
2
55
induction coq proof
dafny sequence to multiset
user_8219890
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1
1
60
dafny multiset proof
Can you check for duplicates by taking the sum of the array and then the product of the array?
user_165384110
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2
2
73
proof duplicates algorithm
How do I show that if a hypothesis implies not, it's the same as saying the proposition equals false (coq)?
user_191229830
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1
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41
coq-tactic coq proof functional-programming
How to prove insert_BST in Coq
user_170753540
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1
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138
proof-of-correctness coq-tactic coq proof logic
Creating Coq tactic: how to use a newly generated name?
user_50367220
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3
1
28
coq-tactic coq proof
Replace (and print) \qedsymbol within ntheorem proofs
user_183636770
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1
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213
proof enumerate latex
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