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- From: Georgi Guninski <guninski AT guninski.com>
- To: coq-club AT inria.fr
- Subject: [Coq-Club] how a client should check a Coq proof for cheating?
- Date: Sat, 14 May 2011 13:47:26 +0300
- Header: best read with a sniffer
how a client should check a Coq proof for cheating?
please excuse my dumbness, i am new to Coq.
i am trying to convince a client a bit counterintuitive proof is valid.
it is my understanding there must be no axioms (coqchk -o) and in coqtop
"Print lemma_X." should print after ":" the statement of the .v source file.
should the client do other checks in the example below?
should i take any action to improve the example? (if it happens valid/invalid
i suppose i can change it a lot...):
(* coqtop is not fiddled by me, no east european plugins. coqchk -o passed
genuinely and showed no axioms.).
fuck_m$>coqtop
Welcome to Coq 8.2pl1 (February 2010)
Coq < Require Import fib10.
Coq < Print c1.
c1 = SOME_STUF ending in ')\n'
: True -> forall x : Prop, True -> x
Coq < Lemma l1: True -> forall x : Prop, True -> x.
l1 < apply c1.
Proof completed.
thank you for your time.
(please reply to list with your counter-cheating ideas).
- [Coq-Club] how a client should check a Coq proof for cheating?, Georgi Guninski
- <Possible follow-ups>
- Re: [Coq-Club] how a client should check a Coq proof for cheating?,
Bruno Barras
- Re: [Coq-Club] how a client should check a Coq proof for cheating?, Georgi Guninski
- [Coq-Club] an update to "Univalent Foundations",
Vladimir Voevodsky
- Re: [Coq-Club] an update to "Univalent Foundations",
Carlos Simpson
- Re: [Coq-Club] an update to "Univalent Foundations",
Vladimir Voevodsky
- Re: [HoTT] Re: [Coq-Club] an update to "Univalent Foundations",
Thomas Streicher
- Re: [HoTT] Re: [Coq-Club] an update to "Univalent Foundations",
Carlos Simpson
- Re: [HoTT] Re: [Coq-Club] an update to "Univalent Foundations", Thomas Streicher
- Re: [HoTT] Re: [Coq-Club] an update to "Univalent Foundations",
Carlos Simpson
- Re: [HoTT] Re: [Coq-Club] an update to "Univalent Foundations",
Thomas Streicher
- Re: [Coq-Club] an update to "Univalent Foundations",
Vladimir Voevodsky
- Re: [Coq-Club] an update to "Univalent Foundations",
Carlos Simpson
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