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SF Volume 1: Logic: How to prove tr_rev <-> rev?...

coqcoq-tacticproof-of-correctnessproof-general

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Software Foundations Volume 1: Tactics: injection_ex3...

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erewrite that asks for hypothesis first?...

coqcoq-tactic

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Is it possible to turn unification errors into goals in Coq?...

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Using `apply with` without giving names of parameters in Coq?...

coqcoq-tactic

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Coq: eliminating `forall`?...

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How to switch the current goal in Coq?...

coqcoq-tactic

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Why would the tactic 'exact' be complete for Coq proofs?...

coqcoq-tactic

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Coq: proving `P -> ~P -> Q` without `contradiction` tactic?...

coqcoq-tactic

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Coq match on Hypothesis passed to Ltac tactic...

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How to group duplicated hypothesis in Coq?...

coqcoq-tactic

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Defining functions inside proof scope...

coqcoq-tactic

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Is there any way to rewrite the function in "is_lim"?...

coqcoq-tactic

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Coq: How to use one tactic to appoint instances for multiple existential quantified variables...

coq-tactic

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Reduction in coq when the simpl or cbn tactics are not effective...

coqcoq-tactic

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Don't understand `destruct` tactic on hypothesis `~ (exists x : X, ~ P x)` in Coq...

coqcoq-tactic

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How to prove (~Q -> ~P) - > (P -> Q) in Coq...

logiccoqcoq-tactic

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Rbar / Rbar_le / coquelicot lemma...

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Coq ssreflect sum of sums...

coqproofcoq-tacticssreflect

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Coq proving addition inequality...

coqcoq-tactic

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Cauchy-Schwartz Inequality in Coq?...

coqproofcoq-tacticformal-verificationssreflect

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Coq infotheo %B is_true...

coqcoq-tactic

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How to prove the decomposition of implication?...

coqcoq-tactic

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In Coq, is there a way to see the tactics applied by tauto?...

coqcoq-tactic

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Coq proving nonsensical inductive property implication?...

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Define list length in recursion in Coq Not sure if my function is wrong and got stuck...

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Theorem + induction vs Fixpoint + destruct in Coq...

coqcoq-tactic

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Is it possible to prove `forall n: nat, le n 0 -> n = 0.` in Coq without using inversion?...

coqcoq-tactic

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Why can I use the constructor tactic to prove reflexivity?...

coqcoq-tactic

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How to pattern match exist to transform proofs...

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