In comp.theory olcott <
polc...@gmail.com> wrote:
> On 1/31/2024 10:09 AM, wij wrote:
>> On Wed, 2024-01-31 at 09:34 -0600, olcott wrote:
>>> On 1/30/2024 5:16 PM, wij wrote:
>>>> On Tue, 2024-01-30 at 21:55 +0100, immibis wrote:
>>>>> Is it because he cannot find an excuse to argue that a sequence can
>>>>> be both finite and infinite?
>>>> He ignores a lots, not just now. You are arguing with a liar. To be
>>>> a true liar, you have to lie to yourself first. olcott did it.
>>> Nothing that I said is an intentional falsehood thus you commit libel
>>> against me.
>> I know what kind of risk I am involved. But yes, many things you said
>> are intentionally false,
> *You can't provide any examples of such*
How about you posting on this group that you had coded up turing machines
which demonstrated the falsity of the halting theorem? Did you make such
a post or didn't you? If you did, it was a lie.
> All of the examples that were claimed were simply anchored in
> the insufficient understanding of the notion of self-evident truth.
I know about self evident truth, having a degree in mathematics. In your
posts over the years, you have ignored self evident truths (i.e.
mathematically proven results) and lied about them being falsehoods.
> Also Richard has the dippy idea that unintentionally false
> statements count as lying. He seems to think that a difference
> of opinion with his own misconceptions counts as me lying.
No. Unintentionally false statements are not lying. But deliberately
remaining ignorant of the truth does indeed point to lying. With
mathematically proven results, there's no such thing as "a difference of
opinion". Proven is proven and wrong is wrong.
> Below I reference an infinite set of simulating termination
> analyzers that each correctly aborts its simulation of D
> and correctly rejects D as non-halting.
I suspect very much this is a lie, too. There's no sign of an infinite
set. There's no such thing as a "termination analyser", simulating or
otherwise.
You know full well that it's not truthful.
[ .... ]
> --
> Copyright 2024 Olcott "Talent hits a target no one else can hit; Genius
> hits a target no one else can see." Arthur Schopenhauer
--
Alan Mackenzie (Nuremberg, Germany).