Urth Net

Index · 18 messages · 8 voices · 15 Oct – 17 Oct 2014

I, even I, would celebrate, in rhymes inept the great...

Download this conversation
HTML pagemboxtextMarkdownJSONPDF
Norwood, Frederick Hudson15 Oct 2014, 18:28as archived
I, even I, would celebrate, in rhymes inept the great...
I notice that none of the "we can never know anything absolutely" team on this thread has accepted my challenge to explain how A can be true, and A implies B can be true, and yet B can be false. I think maybe everything that can be said on this subject has been said. I think maybe I'll go home and read a story by Gene Wolfe. Rick Norwood
Brendon Fuhs15 Oct 2014, 19:10as archived
↳ in reply to Norwood, Frederick Hudson
Here is my attempt. Suppose we are in a universe in which any statement implied by a true statement is considered false. Thus, if "A is True" and "A => B", then "B is False". But if we are in such a universe, and the fact that we are in such a universe implies the relationships we have described between A and B, then by the nature of implication in that universe, those relationships can't possibly be true. As it happens, we don't live in such a universe. Therefore the statement "if A is True and A => B, then B is False" is perfectly consistent! ;) I declare this to be Gene Wolfe related because Wolfe likes to use apparent paradoxes and deliberately slippery logic in his worldbuilding.
6 quoted lines
On Wed, Oct 15, 2014 at 2:28 PM, Norwood, Frederick Hudson < NORWOODR at mail.etsu.edu> wrote: I notice that none of the "we can never know anything absolutely" team on this thread has accepted my challenge to explain how A can be true, and A implies B can be true, and yet B can be false. I think maybe everything that can be said on this subject has been said. I think maybe I'll go home and read a story by Gene Wolfe. Rick Norwood _______________________________________________
Jeffery Wilson clueland.com16 Oct 2014, 04:39as archived
↳ in reply to Norwood, Frederick Hudson
2 quoted lines
On 10/15/2014 1:28 PM, Norwood, Frederick Hudson wrote: I notice that none of the "we can never know anything absolutely" team on this thread has accepted my challenge to explain how A can be true, and A implies B can be true, and yet B can be false.
That is known as modus ponens (the method that affirms), but that's short for modus ponendo ponens (the method that affirms by affirming), and as the longer Latin name implies, its truth is complicated by an infinite regress, as dramatized by another famed fantasy author: http://en.wikipedia.org/wiki/What_the_Tortoise_Said_to_Achilles If you consider a true statement about abstracted symbols to be an absolute truth, why not save steps and just say "A is A"? That remains valid regardless of the values of A or B or the validity of modus ponens.
Jeff Wilson - < jwilson at clueland.com > A&M Texarkana Computational Intelligence Lab < http://www.tamut.edu/cil >
Norwood, Frederick Hudson16 Oct 2014, 12:07as archived
↳ in reply to Jeffery Wilson clueland.com
Jeffery Wilson: I do say A is A. That's called the reflexive property of equality. And, yes, I've read the Lewis Carroll bit. Even wrote a poem about it. Said the mathematician Kurt Godel, There are obstacles we'll never hurdle, There's a theorem that's true But no proof can you do, 'Till Achilles outraces the turtle. Modern mathematics has dealt with the paradox. See, for example, Logic for Mathematicians by Hamilton. Brendon Fuhs: Sure, you can say any consequence of a true statement is false, but I think you've just changed the meaning of the word "true", not invented a new logic. Rick Norwood -----Original Message----- From: Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Jeffery Wilson clueland.com Sent: Thursday, October 16, 2014 12:40 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great...
2 quoted lines
On 10/15/2014 1:28 PM, Norwood, Frederick Hudson wrote: I notice that none of the "we can never know anything absolutely" team on this thread has accepted my challenge to explain how A can be true, and A implies B can be true, and yet B can be false.
That is known as modus ponens (the method that affirms), but that's short for modus ponendo ponens (the method that affirms by affirming), and as the longer Latin name implies, its truth is complicated by an infinite regress, as dramatized by another famed fantasy author: http://en.wikipedia.org/wiki/What_the_Tortoise_Said_to_Achilles If you consider a true statement about abstracted symbols to be an absolute truth, why not save steps and just say "A is A"? That remains valid regardless of the values of A or B or the validity of modus ponens.
Jeff Wilson - < jwilson at clueland.com > A&M Texarkana Computational Intelligence Lab < http://www.tamut.edu/cil > _______________________________________________
Jeffery Wilson clueland.com17 Oct 2014, 05:55as archived
↳ in reply to Norwood, Frederick Hudson
2 quoted lines
On 10/16/2014 7:07 AM, Norwood, Frederick Hudson wrote: Jeffery Wilson: I do say A is A. That's called the reflexive property of equality. And, yes, I've read the Lewis Carroll bit. Even wrote a poem about it.
If you already know that the modus ponens is unprovable, and are familiar with reflexive equality which is axiomatic, why are you bothering to hold up modus ponens as an example of an absolute truth?
Jeff Wilson - < jwilson at clueland.com > A&M Texarkana Computational Intelligence Lab < http://www.tamut.edu/cil >
Norwood, Frederick Hudson17 Oct 2014, 13:23as archived
↳ in reply to Jeffery Wilson clueland.com
Modus ponens is unprovable. You have to start somewhere. Is it possible that modus ponens is false? Of course it is possible. I may be a madman, and modus ponens may not say what I think it says. I may be the only creature in the universe, and modus ponens may really mean, "Thou art God." But these objections can be raised in any discussion whatsoever, and after a while most people stop raising them. If I am sane, and if modus ponens says what I think it says, then it seems to me bedrock on which to build. Further, if there are cases where A implies B, A is true, and B is false, then that ends the discussion, because every statement is both true and false, and in that case there is no point in saying anything at all. Rick Norwood -----Original Message----- From: Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Jeffery Wilson clueland.com Sent: Friday, October 17, 2014 1:56 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great...
2 quoted lines
On 10/16/2014 7:07 AM, Norwood, Frederick Hudson wrote: Jeffery Wilson: I do say A is A. That's called the reflexive property of equality. And, yes, I've read the Lewis Carroll bit. Even wrote a poem about it.
If you already know that the modus ponens is unprovable, and are familiar with reflexive equality which is axiomatic, why are you bothering to hold up modus ponens as an example of an absolute truth?
Jeff Wilson - < jwilson at clueland.com > A&M Texarkana Computational Intelligence Lab < http://www.tamut.edu/cil > _______________________________________________
Marc Aramini17 Oct 2014, 13:40as archived
↳ in reply to Norwood, Frederick Hudson
These are linguistic truths built into the definitions themselves ... the statement if A then B is either true linguistically or it isn't, in which case the premise was wrong. It doesn't mean much else. ie "If I have no head I will die." technology advances, and now I can live without a head - the original premise then becomes false. Doesn't mean anything.
8 quoted lines
On Fri, Oct 17, 2014 at 6:23 AM, Norwood, Frederick Hudson < NORWOODR at mail.etsu.edu> wrote: Modus ponens is unprovable. You have to start somewhere. Is it possible that modus ponens is false? Of course it is possible. I may be a madman, and modus ponens may not say what I think it says. I may be the only creature in the universe, and modus ponens may really mean, "Thou art God." But these objections can be raised in any discussion whatsoever, and after a while most people stop raising them. If I am sane, and if modus ponens says what I think it says, then it seems to me bedrock on which to build. Further, if there are cases where A implies B, A is true, and B is false, then that ends the discussion, because every statement is both true and false, and in that case there is no point in saying anything at all. Rick Norwood -----Original Message----- From: Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Jeffery Wilson clueland.com Sent: Friday, October 17, 2014 1:56 AM
António Pedro Marques17 Oct 2014, 13:46as archived
↳ in reply to Norwood, Frederick Hudson
No dia 17/10/2014, ?s 14:23, "Norwood, Frederick Hudson" <NORWOODR at mail.etsu.edu> escreveu:
1 quoted line
Further, if there are cases where A implies B, A is true, and B is false, then that ends the discussion, because every statement is both true and false, and in that case there is no point in saying anything at all.
Even merely human communication and language are not chained to what logic is able to dream of.
Norwood, Frederick Hudson17 Oct 2014, 14:03as archived
↳ in reply to Marc Aramini
Ant?nio Pedro Marques is at least unabashedly post-modern, refusing to be chained by logic. You, Marc Aramini, keep confusing logic with science. Mathematics is built on logic. If the premise becomes false, then you no longer apply modus ponens. You don’t need to lose your head. Every even number is divisible by two. What if the original premise is ?This number is odd. Then the theorem doesn’t apply. It doesn’t disprove modus ponens. Rick Norwood From: Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Marc Aramini Sent: Friday, October 17, 2014 9:40 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great... These are linguistic truths built into the definitions themselves ... the statement if A then B is either true linguistically or it isn't, in which case the premise was wrong. It doesn't mean much else. ie "If I have no head I will die." technology advances, and now I can live without a head - the original premise then becomes false. Doesn't mean anything. On Fri, Oct 17, 2014 at 6:23 AM, Norwood, Frederick Hudson <NORWOODR at mail.etsu.edu<mailto:NORWOODR at mail.etsu.edu>> wrote: Modus ponens is unprovable. You have to start somewhere. Is it possible that modus ponens is false? Of course it is possible. I may be a madman, and modus ponens may not say what I think it says. I may be the only creature in the universe, and modus ponens may really mean, "Thou art God." But these objections can be raised in any discussion whatsoever, and after a while most people stop raising them. If I am sane, and if modus ponens says what I think it says, then it seems to me bedrock on which to build. Further, if there are cases where A implies B, A is true, and B is false, then that ends the discussion, because every statement is both true and false, and in that case there is no point in saying anything at all. Rick Norwood -----Original Message----- From: Urth [mailto:urth-bounces at lists.urth.net<mailto:urth-bounces at lists.urth.net>] On Behalf Of Jeffery Wilson clueland.com<http://clueland.com/> Sent: Friday, October 17, 2014 1:56 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great...
2 quoted lines
On 10/16/2014 7:07 AM, Norwood, Frederick Hudson wrote: Jeffery Wilson: I do say A is A. That's called the reflexive property of equality. And, yes, I've read the Lewis Carroll bit. Even wrote a poem about it.
If you already know that the modus ponens is unprovable, and are familiar with reflexive equality which is axiomatic, why are you bothering to hold up modus ponens as an example of an absolute truth?
Jeff Wilson - < jwilson at clueland.com<mailto:jwilson at clueland.com> > A&M Texarkana Computational Intelligence Lab < http://www.tamut.edu/cil > _______________________________________________ Urth Mailing List To post, write urth at urth.net<mailto:urth at urth.net> Subscription/information: http://www.urth.net<http://www.urth.net/>
Marc Aramini17 Oct 2014, 14:19as archived
↳ in reply to Norwood, Frederick Hudson
yes, if it becomes false, you don't apply it. Thus, there is no case where modus ponens can ever be misapplied, and your original challenge one which cannot be met. If A, then B ... I'm going to stick to talking about Wolfe.
31 quoted lines
On Fri, Oct 17, 2014 at 7:03 AM, Norwood, Frederick Hudson < NORWOODR at mail.etsu.edu> wrote: Ant?nio Pedro Marques is at least unabashedly post-modern, refusing to be chained by logic. You, Marc Aramini, keep confusing logic with science. Mathematics is built on logic. If the premise becomes false, then you no longer apply modus ponens. You don’t need to lose your head. Every even number is divisible by two. What if the original premise is ?This number is odd. Then the theorem doesn’t apply. It doesn’t disprove modus ponens. Rick Norwood From: Urth [mailto:urth-bounces at lists.urth.net] *On Behalf Of *Marc Aramini Sent: Friday, October 17, 2014 9:40 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great... These are linguistic truths built into the definitions themselves ... the statement if A then B is either true linguistically or it isn't, in which case the premise was wrong. It doesn't mean much else. ie "If I have no head I will die." technology advances, and now I can live without a head - the original premise then becomes false. Doesn't mean anything. On Fri, Oct 17, 2014 at 6:23 AM, Norwood, Frederick Hudson < NORWOODR at mail.etsu.edu> wrote: Modus ponens is unprovable. You have to start somewhere. Is it possible that modus ponens is false? Of course it is possible. I may be a madman, and modus ponens may not say what I think it says. I may be the only creature in the universe, and modus ponens may really mean, "Thou art God." But these objections can be raised in any discussion whatsoever, and after a while most people stop raising them. If I am sane, and if modus ponens says what I think it says, then it seems to me bedrock on which to build. Further, if there are cases where A implies B, A is true, and B is false, then that ends the discussion, because every statement is both true and false, and in that case there is no point in saying anything at all. Rick Norwood -----Original Message----- From: Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Jeffery Wilson clueland.com Sent: Friday, October 17, 2014 1:56 AM
António Pedro Marques17 Oct 2014, 14:34as archived
↳ in reply to Norwood, Frederick Hudson
I'm not anything of the sort. Just because the inadequacies of tools you thought all powerful are pointed out to you, it doesn't follow that you can go around calling others names. Do you have formal higher training in Math? No dia 17/10/2014, ?s 15:03, "Norwood, Frederick Hudson" <NORWOODR at mail.etsu.edu> escreveu:
20 quoted lines
Ant?nio Pedro Marques is at least unabashedly post-modern, refusing to be chained by logic. You, Marc Aramini, keep confusing logic with science. Mathematics is built on logic. If the premise becomes false, then you no longer apply modus ponens. You don’t need to lose your head. Every even number is divisible by two. What if the original premise is ?This number is odd. Then the theorem doesn’t apply. It doesn’t disprove modus ponens. Rick Norwood From: Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Marc Aramini Sent: Friday, October 17, 2014 9:40 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great... These are linguistic truths built into the definitions themselves ... the statement if A then B is either true linguistically or it isn't, in which case the premise was wrong. It doesn't mean much else. ie "If I have no head I will die." technology advances, and now I can live without a head - the original premise then becomes false. Doesn't mean anything. On Fri, Oct 17, 2014 at 6:23 AM, Norwood, Frederick Hudson <NORWOODR at mail.etsu.edu> wrote: Modus ponens is unprovable. You have to start somewhere. Is it possible that modus ponens is false? Of course it is possible. I may be a madman, and modus ponens may not say what I think it says. I may be the only creature in the universe, and modus ponens may really mean, "Thou art God." But these objections can be raised in any discussion whatsoever, and after a while most people stop raising them. If I am sane, and if modus ponens says what I think it says, then it seems to me bedrock on which to build. Further, if there are cases where A implies B, A is true, and B is false, then that ends the discussion, because every statement is both true and false, and in that case there is no point in saying anything at all. Rick Norwood -----Original Message----- From: Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Jeffery Wilson clueland.com Sent: Friday, October 17, 2014 1:56 AM
Norwood, Frederick Hudson17 Oct 2014, 14:38as archived
↳ in reply to António Pedro Marques
I did not mean to be calling you names. You said you did not want to be chained to logic; that sounds like post-modernism to me. I apologize if you think of post-modernism differently. Yes, I have formal training in mathematics. Rick Norwood From: Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Ant?nio Pedro Marques Sent: Friday, October 17, 2014 10:34 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great... I'm not anything of the sort. Just because the inadequacies of tools you thought all powerful are pointed out to you, it doesn't follow that you can go around calling others names. Do you have formal higher training in Math? No dia 17/10/2014, ?s 15:03, "Norwood, Frederick Hudson" <NORWOODR at mail.etsu.edu<mailto:NORWOODR at mail.etsu.edu>> escreveu: Ant?nio Pedro Marques is at least unabashedly post-modern, refusing to be chained by logic. You, Marc Aramini, keep confusing logic with science. Mathematics is built on logic. If the premise becomes false, then you no longer apply modus ponens. You don’t need to lose your head. Every even number is divisible by two. What if the original premise is ?This number is odd. Then the theorem doesn’t apply. It doesn’t disprove modus ponens. Rick Norwood From: Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Marc Aramini Sent: Friday, October 17, 2014 9:40 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great... These are linguistic truths built into the definitions themselves ... the statement if A then B is either true linguistically or it isn't, in which case the premise was wrong. It doesn't mean much else. ie "If I have no head I will die." technology advances, and now I can live without a head - the original premise then becomes false. Doesn't mean anything. On Fri, Oct 17, 2014 at 6:23 AM, Norwood, Frederick Hudson <NORWOODR at mail.etsu.edu<mailto:NORWOODR at mail.etsu.edu>> wrote: Modus ponens is unprovable. You have to start somewhere. Is it possible that modus ponens is false? Of course it is possible. I may be a madman, and modus ponens may not say what I think it says. I may be the only creature in the universe, and modus ponens may really mean, "Thou art God." But these objections can be raised in any discussion whatsoever, and after a while most people stop raising them. If I am sane, and if modus ponens says what I think it says, then it seems to me bedrock on which to build. Further, if there are cases where A implies B, A is true, and B is false, then that ends the discussion, because every statement is both true and false, and in that case there is no point in saying anything at all. Rick Norwood -----Original Message----- From: Urth [mailto:urth-bounces at lists.urth.net<mailto:urth-bounces at lists.urth.net>] On Behalf Of Jeffery Wilson clueland.com<http://clueland.com/> Sent: Friday, October 17, 2014 1:56 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great...
2 quoted lines
On 10/16/2014 7:07 AM, Norwood, Frederick Hudson wrote: Jeffery Wilson: I do say A is A. That's called the reflexive property of equality. And, yes, I've read the Lewis Carroll bit. Even wrote a poem about it.
If you already know that the modus ponens is unprovable, and are familiar with reflexive equality which is axiomatic, why are you bothering to hold up modus ponens as an example of an absolute truth?
Jeff Wilson - < jwilson at clueland.com<mailto:jwilson at clueland.com> > A&M Texarkana Computational Intelligence Lab < http://www.tamut.edu/cil > _______________________________________________ Urth Mailing List To post, write urth at urth.net<mailto:urth at urth.net> Subscription/information: http://www.urth.net<http://www.urth.net/>
Dan'l Danehy-Oakes17 Oct 2014, 15:24as archived
↳ in reply to Norwood, Frederick Hudson
All Greeks are men. Socrates is a Greek. Therefore, I like pizza.
49 quoted lines
On Fri, Oct 17, 2014 at 7:38 AM, Norwood, Frederick Hudson < NORWOODR at mail.etsu.edu> wrote: I did not mean to be calling you names. You said you did not want to be chained to logic; that sounds like post-modernism to me. I apologize if you think of post-modernism differently. Yes, I have formal training in mathematics. Rick Norwood From: Urth [mailto:urth-bounces at lists.urth.net] *On Behalf Of *Ant?nio Pedro Marques Sent: Friday, October 17, 2014 10:34 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great... I'm not anything of the sort. Just because the inadequacies of tools you thought all powerful are pointed out to you, it doesn't follow that you can go around calling others names. Do you have formal higher training in Math? No dia 17/10/2014, ?s 15:03, "Norwood, Frederick Hudson" < NORWOODR at mail.etsu.edu> escreveu: Ant?nio Pedro Marques is at least unabashedly post-modern, refusing to be chained by logic. You, Marc Aramini, keep confusing logic with science. Mathematics is built on logic. If the premise becomes false, then you no longer apply modus ponens. You don’t need to lose your head. Every even number is divisible by two. What if the original premise is ?This number is odd. Then the theorem doesn’t apply. It doesn’t disprove modus ponens. Rick Norwood From: Urth [mailto:urth-bounces at lists.urth.net <urth-bounces at lists.urth.net>] *On Behalf Of *Marc Aramini Sent: Friday, October 17, 2014 9:40 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great... These are linguistic truths built into the definitions themselves ... the statement if A then B is either true linguistically or it isn't, in which case the premise was wrong. It doesn't mean much else. ie "If I have no head I will die." technology advances, and now I can live without a head - the original premise then becomes false. Doesn't mean anything. On Fri, Oct 17, 2014 at 6:23 AM, Norwood, Frederick Hudson < NORWOODR at mail.etsu.edu> wrote: Modus ponens is unprovable. You have to start somewhere. Is it possible that modus ponens is false? Of course it is possible. I may be a madman, and modus ponens may not say what I think it says. I may be the only creature in the universe, and modus ponens may really mean, "Thou art God." But these objections can be raised in any discussion whatsoever, and after a while most people stop raising them. If I am sane, and if modus ponens says what I think it says, then it seems to me bedrock on which to build. Further, if there are cases where A implies B, A is true, and B is false, then that ends the discussion, because every statement is both true and false, and in that case there is no point in saying anything at all. Rick Norwood -----Original Message----- From: Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Jeffery Wilson clueland.com Sent: Friday, October 17, 2014 1:56 AM
Lee17 Oct 2014, 15:26as archived
↳ follows Dan'l Danehy-Oakes · by subject
3 quoted lines
Marc Aramini: These are linguistic truths built into the definitions themselves ...
Antonio Marques: Even merely human communication and language are not chained
to what logic is able to dream of.
I am thinking of the Biblical passage in which "a cherubim" is set to guard the Garden of Eden. An illogical linguistic construction, where a singular article is paired with a plural noun, is used to describe an angelic being which does not fit into a logical framework of human comprehension yet still, apparently, is assumed to exist.
Norwood, Frederick Hudson17 Oct 2014, 16:04as archived
↳ in reply to Lee
Good one, Lee. Rick Norwood -----Original Message----- From: Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Lee
6 quoted lines
Sent: Friday, October 17, 2014 11:26 AM To: urth at urth.net Subject: (urth) I, even I, would celebrate, in rhymes inept the great... Marc Aramini: These are linguistic truths built into the definitions themselves ...
Antonio Marques: Even merely human communication and language are not chained
to what logic is able to dream of.
I am thinking of the Biblical passage in which "a cherubim" is set to guard the Garden of Eden. An illogical linguistic construction, where a singular article is paired with a plural noun, is used to describe an angelic being which does not fit into a logical framework of human comprehension yet still, apparently, is assumed to exist.
Marc Aramini17 Oct 2014, 16:07as archived
↳ in reply to Dan'l Danehy-Oakes
If you liked pizza after Socrates was Greek , which seemed to be the case, then it might be post hoc ergo propter hoc rather than a standard non sequitur. On a wolfe related topic, I did use logic to think of my changeling reading: either the boy was 15 or 18 in Korea, and the changeless doppelg?nger appeared at the same time as his three years older sister. So I knew his birthday was either 1934, creating military problems and one family split in twain in 1945, or 1931, solving two problems and positing two families. External references verified the 1931 date. Logic applies to Wolfe, as does Chekov's gun.
50 quoted lines · 1–2 deep
On Friday, October 17, 2014, Dan'l Danehy-Oakes <danldo at gmail.com> wrote: All Greeks are men. Socrates is a Greek. Therefore, I like pizza. On Fri, Oct 17, 2014 at 7:38 AM, Norwood, Frederick Hudson < NORWOODR at mail.etsu.edu <javascript:_e(%7B%7D,'cvml','NORWOODR at mail.etsu.edu');>> wrote:
I did not mean to be calling you names. You said you did not want to be chained to logic; that sounds like post-modernism to me. I apologize if you think of post-modernism differently. Yes, I have formal training in mathematics. Rick Norwood From: Urth [mailto:urth-bounces at lists.urth.net <javascript:_e(%7B%7D,'cvml','urth-bounces at lists.urth.net');>] *On Behalf Of *Ant?nio Pedro Marques Sent: Friday, October 17, 2014 10:34 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great... I'm not anything of the sort. Just because the inadequacies of tools you thought all powerful are pointed out to you, it doesn't follow that you can go around calling others names. Do you have formal higher training in Math? No dia 17/10/2014, ?s 15:03, "Norwood, Frederick Hudson" < NORWOODR at mail.etsu.edu <javascript:_e(%7B%7D,'cvml','NORWOODR at mail.etsu.edu');>> escreveu: Ant?nio Pedro Marques is at least unabashedly post-modern, refusing to be chained by logic. You, Marc Aramini, keep confusing logic with science. Mathematics is built on logic. If the premise becomes false, then you no longer apply modus ponens. You don’t need to lose your head. Every even number is divisible by two. What if the original premise is ?This number is odd. Then the theorem doesn’t apply. It doesn’t disprove modus ponens. Rick Norwood From: Urth [mailto:urth-bounces at lists.urth.net <javascript:_e(%7B%7D,'cvml','urth-bounces at lists.urth.net');>] *On Behalf Of *Marc Aramini Sent: Friday, October 17, 2014 9:40 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great... These are linguistic truths built into the definitions themselves ... the statement if A then B is either true linguistically or it isn't, in which case the premise was wrong. It doesn't mean much else. ie "If I have no head I will die." technology advances, and now I can live without a head - the original premise then becomes false. Doesn't mean anything. On Fri, Oct 17, 2014 at 6:23 AM, Norwood, Frederick Hudson < NORWOODR at mail.etsu.edu <javascript:_e(%7B%7D,'cvml','NORWOODR at mail.etsu.edu');>> wrote: Modus ponens is unprovable. You have to start somewhere. Is it possible that modus ponens is false? Of course it is possible. I may be a madman, and modus ponens may not say what I think it says. I may be the only creature in the universe, and modus ponens may really mean, "Thou art God." But these objections can be raised in any discussion whatsoever, and after a while most people stop raising them. If I am sane, and if modus ponens says what I think it says, then it seems to me bedrock on which to build. Further, if there are cases where A implies B, A is true, and B is false, then that ends the discussion, because every statement is both true and false, and in that case there is no point in saying anything at all. Rick Norwood -----Original Message----- From: Urth [mailto:urth-bounces at lists.urth.net <javascript:_e(%7B%7D,'cvml','urth-bounces at lists.urth.net');>] On Behalf Of Jeffery Wilson clueland.com Sent: Friday, October 17, 2014 1:56 AM
António Pedro Marques17 Oct 2014, 16:11as archived
↳ in reply to Norwood, Frederick Hudson
I asked that because one has to know what one is dealing with. I do not enjoy having my position be misunderstood. Math-oriented folks usually like to be rigorous in their exchanges. I said absolutely nothing about wanting or not wanting to be chained to logic; this discussion is not about personal wishes. No dia 17/10/2014, ?s 15:38, "Norwood, Frederick Hudson" <NORWOODR at mail.etsu.edu> escreveu:
34 quoted lines
I did not mean to be calling you names. You said you did not want to be chained to logic; that sounds like post-modernism to me. I apologize if you think of post-modernism differently. Yes, I have formal training in mathematics. Rick Norwood From: Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Ant?nio Pedro Marques Sent: Friday, October 17, 2014 10:34 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great... I'm not anything of the sort. Just because the inadequacies of tools you thought all powerful are pointed out to you, it doesn't follow that you can go around calling others names. Do you have formal higher training in Math? No dia 17/10/2014, ?s 15:03, "Norwood, Frederick Hudson" <NORWOODR at mail.etsu.edu> escreveu: Ant?nio Pedro Marques is at least unabashedly post-modern, refusing to be chained by logic. You, Marc Aramini, keep confusing logic with science. Mathematics is built on logic. If the premise becomes false, then you no longer apply modus ponens. You don’t need to lose your head. Every even number is divisible by two. What if the original premise is ?This number is odd. Then the theorem doesn’t apply. It doesn’t disprove modus ponens. Rick Norwood From: Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Marc Aramini Sent: Friday, October 17, 2014 9:40 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great... These are linguistic truths built into the definitions themselves ... the statement if A then B is either true linguistically or it isn't, in which case the premise was wrong. It doesn't mean much else. ie "If I have no head I will die." technology advances, and now I can live without a head - the original premise then becomes false. Doesn't mean anything. On Fri, Oct 17, 2014 at 6:23 AM, Norwood, Frederick Hudson <NORWOODR at mail.etsu.edu> wrote: Modus ponens is unprovable. You have to start somewhere. Is it possible that modus ponens is false? Of course it is possible. I may be a madman, and modus ponens may not say what I think it says. I may be the only creature in the universe, and modus ponens may really mean, "Thou art God." But these objections can be raised in any discussion whatsoever, and after a while most people stop raising them. If I am sane, and if modus ponens says what I think it says, then it seems to me bedrock on which to build. Further, if there are cases where A implies B, A is true, and B is false, then that ends the discussion, because every statement is both true and false, and in that case there is no point in saying anything at all. Rick Norwood -----Original Message----- From: Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Jeffery Wilson clueland.com Sent: Friday, October 17, 2014 1:56 AM
DAVID STOCKHOFF17 Oct 2014, 16:12as archived
↳ in reply to António Pedro Marques
And if she doesn't like pizza . . . Python fans know the rest.
36 quoted lines · 1–3 deep
On Friday, October 17, 2014 12:09 PM, Ant?nio Pedro Marques <entonio at gmail.com> wrote: I asked that because one has to know what one is dealing with. I do not enjoy having my position be misunderstood. Math-oriented folks usually like to be rigorous in their exchanges. I said absolutely nothing about wanting or not wanting to be chained to logic; this discussion is not about personal wishes. No dia 17/10/2014, ?s 15:38, "Norwood, Frederick Hudson" <NORWOODR at mail.etsu.edu> escreveu: I did not mean to be calling you names. You said you did not want to be chained to logic; that sounds like post-modernism to me. I apologize if you think of post-modernism differently. Yes, I have formal training in mathematics. Rick Norwood From:Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Ant?nio Pedro Marques Sent: Friday, October 17, 2014 10:34 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great... I'm not anything of the sort. Just because the inadequacies of tools you thought all powerful are pointed out to you, it doesn't follow that you can go around calling others names. Do you have formal higher training in Math? No dia 17/10/2014, ?s 15:03, "Norwood, Frederick Hudson" <NORWOODR at mail.etsu.edu> escreveu: Ant?nio Pedro Marques is at least unabashedly post-modern, refusing to be chained by logic.
You, Marc Aramini, keep confusing logic with science. Mathematics is built on logic. If the premise becomes false, then you no longer apply modus ponens. You don’t need to lose your head. Every even number is divisible by two. What if the original premise is ?This number is odd. Then the theorem doesn’t apply. It doesn’t disprove modus ponens. Rick Norwood From:Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Marc Aramini Sent: Friday, October 17, 2014 9:40 AM To: The Urth Mailing List Subject: Re: (urth) I, even I, would celebrate, in rhymes inept the great... These are linguistic truths built into the definitions themselves ... the statement if A then B is either true linguistically or it isn't, in which case the premise was wrong. It doesn't mean much else. ie "If I have no head I will die." technology advances, and now I can live without a head - the original premise then becomes false. Doesn't mean anything. On Fri, Oct 17, 2014 at 6:23 AM, Norwood, Frederick Hudson <NORWOODR at mail.etsu.edu> wrote: Modus ponens is unprovable. You have to start somewhere. Is it possible that modus ponens is false? Of course it is possible. I may be a madman, and modus ponens may not say what I think it says. I may be the only creature in the universe, and modus ponens may really mean, "Thou art God." But these objections can be raised in any discussion whatsoever, and after a while most people stop raising them. If I am sane, and if modus ponens says what I think it says, then it seems to me bedrock on which to build. Further, if there are cases where A implies B, A is true, and B is false, then that ends the discussion, because every statement is both true and false, and in that case there is no point in saying anything at all.
Rick Norwood -----Original Message----- From: Urth [mailto:urth-bounces at lists.urth.net] On Behalf Of Jeffery Wilson clueland.com Sent: Friday, October 17, 2014 1:56 AM

An unofficial mirror of a public mailing list · about & removal requests · download the archive · before the list · original archive at urth.net