From: JSH on
On Jun 14, 2:57 am, Enrico <ungerne...(a)aol.com> wrote:
> On Jun 13, 9:51 am, JSH <jst...(a)gmail.com> wrote:
>
>
>
>
>
> > About a decade or so ago some poster noted in reply to me that I was
> > famous and I replied back that no, I'm infamous.  But I guess it
> > really is about how you define "fame" and everybody seems to have
> > their own personal definition.
>
> > But, I am read in somewhere around 120 countries that I can verify
> > just by hits to my math blog as reported by Google Analytics.  Search
> > strings around my research tend to be in the top 10 at a level that
> > indicates people driving them there from all over the world.
>
> > But you may say, you KNOW fame, and there's no way that any of that
> > matters as you don't see me on television, don't read newspaper
> > articles about me.  I'm not on Youtube even!  How can I be famous?
>
> > Well it turns out that I'm read in about 120 countries according to
> > Google Analytics just for hits to my math blog, on a yearly basis.
>
> > A lot of people narrowly define fame around celebrity, and ten around
> > the most visible celebrities, or around some vague notion of it that
> > makes sense to them.
>
> > But for a while now I've been probably the most influential single
> > human being in the math field on the planet by far.
>
> > I've actually been hoping to avoid celebrity.  Seems it can be kind of
> > annoying.
>
> > So I've been impacting the math field for a while now and noting that
> > impact, as I try to adjust it to the implications of some of my
> > results and hopefully minimize the damage, especially the collateral
> > damage.  It's a scary task.  Quite simply I've been re-working the
> > mathematical field worldwide, slowly and steadily, for years now.
>
> > James Harris
>
> ===========================================================
>
>
>
> > But for a while now I've been probably the most influential single
> > human being in the math field on the planet by far.
>
> In penny stock ads received in the mail, these are what are known as
> "forward-looking statements".
>
>                                   Enrico

Maybe. But I'm looking at a LOT of data.

More importantly, the algebraic integers vs complex numbers result IS
actually fairly straightforward.

Assume we have an efficient world when it comes to processing
important information.

And assume that Google does reflect world interest, then my paper
showing an astounding error in established number theory *should* come
up highly! That is a logical result.

Now we already know that established math people and their supporters
rejected the result forcefully, and even killed a math journal rather
than face it.

Their objectivity then is zero. There is no reason to believe they'd
accept ANY evidence at this point, and will deny until failure--that
is, until someone forcefully stops them.

But why should the bulk of the world?

Ask yourself, why would anyone who is aware of the error acknowledge
their awareness?


James Harris
From: Joshua Cranmer on
On 06/14/2010 07:48 PM, JSH wrote:
> Coverage in 120+ countries is actually a different kind of fame than
> most imagine. Most people are focused on their own countries. So for
> instance in the US a lot of British pop stars are relatively unknown,
> and French pop stars even less so, though thousands still know of
> them.

I'm sure that, say, a star UK footballer would be known in pretty much
every country that plays football to some degree. Which is actually
quite a lot. Perhaps just 1000 people in each of those countries, times
over a 100 countries, and you get at least 100,000 people who know him.
Plus anyone who's an absolute football fanatic, so I'd estimate at least
1,000,000.

Actually, the FIFA world cup in 2006 was watched by *at least* 260
million people. The UK, by contrast, has about 60 million people, so
suggesting that 100 million people may know a football star outside his
home country is probably credible. If he's not well-known in the U.S.,
it's because the U.S. doesn't really care about football.

[Even though I live in the U.S., I still think it's better to associate
football with a game that actually uses feet. Although I like the name
"soccer" better for some reason.]

> But few American celebs concentrate on the world, as their aim is on
> the US. My aim is outside the US.

Around 6.5 billion people live outside the US. If you can't claim a
following of at least hundreds of millions of people outside the U.S.,
you're not really carrying a significant fraction.

> In my case though, even in 120+ countries it could be a few dozen
> people in each or maybe less who actually know of me, so it's a new
> Internet reality that can allow that kind of reach with so few
> numbers.

A site which isn't practically usable outside of a very specific locale
in the U.S. recorded the following stats for all of 2009:
India 396
Italy 274
Australia 216
Mexico 192
Canada 124
Japan 105
Germany 98
France 76
New Zealand 59
Spain 40
Argentina 39
United Kingdom 33
Brazil 30
Israel 27
Netherlands 23
Indonesia 21
Chile 21
Malawi 19
Russia 17
Peru 16
Slovenia 15
China 13
Turkey 12
Ecuador 9
Georgia 8
Czech 8
Singapore 7
Belgium 7
Romania 6
Uzbekistan 6
South Korea 6
Croatia 6
Slovakia 5
Ireland 5
Malaysia 4
Poland 4
South Africa 4
Sweden 4
Taiwan 4
Austria 4
Nepal 3
Greece 3
Switzerland 3
Portugal 3
Ghana 3
Kenya 2
Hungary 2
Philippines 2
Thailand 2
Hong Kong 2
Finland 2
Costa Rica 1
Denmark 1
Turks 1
Guyana 1
Venezuela 1
Norway 1
Saudi Arabia 1
Belarus 1
Samoa 1
UAE 1

That is over a thousand people from 61 countries, not including the
U.S., who are visiting a website which is useless to them. So saying
that 120 countries read your blog is rather meaningless: you would get
half that number for no other reason than "your website exists", and is
not indicative of anyone who paid attention to the content or, least of
all, actually agreed with it.

> Logically most of my influence would be outside the US and Britain
> because they are considered the top countries mathematically.

What about Russia and Mr. Perelman? France and L'�cole Polytechnique
should also have some good math results, as would German schools (I
presume).

> For instance, lately on mymath blog comments have come in Chinese,
> which tests my ability to evaluate them as I use Google Translate.

Probably spam.

> If my research is growing in China, what makes you think you'd know?

The results of China on international standard examinations.

> There are around 6.8 billion people in this world. The simple notion
> that you have a good idea of what most of them are doing contradicts
> assertions of high intelligence on your part, as it's a very narrow
> point of view.

Over half of that 6.8 billion people are currently living on a
subsistence lifestyle. So I'd wager that most of the people in this
world are wondering how, what, or if they are going to eat tomorrow. Or
perhaps they're sleeping right now; it is nighttime in many of the more
populated sections of the globe.

--
Beware of bugs in the above code; I have only proved it correct, not
tried it. -- Donald E. Knuth
From: JSH on
On Jun 14, 6:14 pm, Joshua Cranmer <Pidgeo...(a)verizon.invalid> wrote:
> On 06/14/2010 07:48 PM, JSH wrote:
>
> > Coverage in 120+ countries is actually a different kind of fame than
> > most imagine.  Most people are focused on their own countries.  So for
> > instance in the US a lot of British pop stars are relatively unknown,
> > and French pop stars even less so, though thousands still know of
> > them.
>
> I'm sure that, say, a star UK footballer would be known in pretty much
> every country that plays football to some degree. Which is actually
> quite a lot. Perhaps just 1000 people in each of those countries, times
> over a 100 countries, and you get at least 100,000 people who know him.
> Plus anyone who's an absolute football fanatic, so I'd estimate at least
> 1,000,000.

What most of the world calls football and what we call soccer is a
VERY popular sport.

A pro footballer should be known in quite a few countries.

A better comparison is singing. Singers can become very popular but
most end up famous in their home countries while a few cover most of
the world, say over 200 countries.

But a good example of a HUGE name in some areas that is less well-
known in the US is Lena.

While a huge name around the world now and in her home country of
Germany, I'm sure few in the US know who she is, though still a
sizeable number DO know who she is.

> Actually, the FIFA world cup in 2006 was watched by *at least* 260
> million people. The UK, by contrast, has about 60 million people, so
> suggesting that 100 million people may know a football star outside his
> home country is probably credible. If he's not well-known in the U.S.,
> it's because the U.S. doesn't really care about football.
>
> [Even though I live in the U.S., I still think it's better to associate
> football with a game that actually uses feet. Although I like the name
> "soccer" better for some reason.]
>
> > But few American celebs concentrate on the world, as their aim is on
> > the US.  My aim is outside the US.
>
> Around 6.5 billion people live outside the US. If you can't claim a
> following of at least hundreds of millions of people outside the U.S.,
> you're not really carrying a significant fraction.

Why? Because that makes sense to you?

There actually is a fame standard, and it uses country counts with
recognition as part of a person's level.

Crossing cultural barriers turns out to be rather hard.

Besides, how do you know I'm not known to hundreds of millions outside
of the US?

I don't think I am, but how would you know?

> > In my case though, even in 120+ countries it could be a few dozen
> > people in each or maybe less who actually know of me, so it's a new
> > Internet reality that can allow that kind of reach with so few
> > numbers.
>
> A site which isn't practically usable outside of a very specific locale

What's the site?

> in the U.S. recorded the following stats for all of 2009:
> India           396
> Italy           274
> Australia       216
> Mexico          192
> Canada          124
> Japan           105
> Germany         98
> France          76
> New Zealand     59
> Spain           40
> Argentina       39
> United Kingdom  33
> Brazil          30
> Israel          27
> Netherlands     23
> Indonesia       21
> Chile           21
> Malawi          19
> Russia          17
> Peru            16
> Slovenia        15
> China           13
> Turkey          12
> Ecuador         9
> Georgia         8
> Czech           8
> Singapore       7
> Belgium         7
> Romania         6
> Uzbekistan      6
> South Korea     6
> Croatia         6
> Slovakia        5
> Ireland         5
> Malaysia        4
> Poland          4
> South Africa    4
> Sweden          4
> Taiwan          4
> Austria         4
> Nepal           3
> Greece          3
> Switzerland     3
> Portugal        3
> Ghana           3
> Kenya           2
> Hungary         2
> Philippines     2
> Thailand        2
> Hong Kong       2
> Finland         2
> Costa Rica      1
> Denmark         1
> Turks           1
> Guyana          1
> Venezuela       1
> Norway          1
> Saudi Arabia    1
> Belarus         1
> Samoa           1
> UAE             1
>
> That is over a thousand people from 61 countries, not including the
> U.S., who are visiting a website which is useless to them. So saying

And what's the site?

You presume.

Why do you say it's useless to them?

> that 120 countries read your blog is rather meaningless: you would get
> half that number for no other reason than "your website exists", and is
> not indicative of anyone who paid attention to the content or, least of
> all, actually agreed with it.
>
> > Logically most of my influence would be outside the US and Britain
> > because they are considered the top countries mathematically.
>
> What about Russia and Mr. Perelman? France and L'�cole Polytechnique
> should also have some good math results, as would German schools (I
> presume).

American and British mathematicians claim to be the best in the world.

I'm not making that up.


> > For instance, lately on mymath blog comments have come in Chinese,
> > which tests my ability to evaluate them as I use Google Translate.
>
> Probably spam.

Clearly, you didn't go look.

> > If my research is growing in China, what makes you think you'd know?
>
> The results of China on international standard examinations.

Made based on what standard?

My results kind of uproot a good bit of established "mathematics".

Besides, what if the Chinese don't wish you to know?

I found a massive ERROR in established number theory. What if they
have students that can now clobber the world on those examinations?

What if they blew everyone else away like they didn't exist, except
for the parts disproven by mymath, don't you think the world might
notice?

Then what?


James Harris
From: Jim Ferry on
On Jun 14, 7:48 pm, JSH <jst...(a)gmail.com> wrote:
> On Jun 14, 9:56 am, Jim Ferry <corkleb...(a)hotmail.com> wrote:
> > On Jun 13, 11:51 am, JSH <jst...(a)gmail.com> wrote:
> >
> > > But you may say, you KNOW fame, and there's no way that any of that
> > > matters as you don't see me on television, don't read newspaper
> > > articles about me.  I'm not on Youtube even!  How can I be famous?
>
> > Now you're talking about fame at the level of hundreds of thousands to
> > hundreds of millions.  So yes, you're famous.  But not that famous.
>
> Really?  How do you know?

I guesstimated.

> > > Well it turns out that I'm read in about 120 countries according to
> > > Google Analytics just for hits to my math blog, on a yearly basis.
>
> > > A lot of people narrowly define fame around celebrity, and ten around
> > > the most visible celebrities, or around some vague notion of it that
> > > makes sense to them.
>
> > Right, you're not in the top 10, but you may be in the top 10 million,
> > which is to say, in the 99.9 percentile of fame.
>
> Coverage in 120+ countries is actually a different kind of fame than
> most imagine.  Most people are focused on their own countries.  So for
> instance in the US a lot of British pop stars are relatively unknown,
> and French pop stars even less so, though thousands still know of
> them.

People in 120+ countries reading your blog does sound impressive. It
would be interesting to know what the typical reader thinks. This
would seem to be difficult data to gather, however, and could not be
reliably inferred from blog comments because of selection bias.

> For instance, lately on mymath blog comments have come in Chinese,
> which tests my ability to evaluate them as I use Google Translate.
>
> That is consistent with the theory.
>
> If my research is growing in China, what makes you think you'd know?

I wouldn't know. Spinal Tap had to inform Rob Reiner that they were
huge in Japan. He didn't know beforehand.

China is exciting. Truly a fertile field in which to plant your
mathematical seeds. How could I possibly know if the seeds are
growing or not in this foreign clime on which I have no data? This is
an excellent point, James. In my mind's eye I see thousands of
Chinese farmers tearing open packets of these made-in-America seeds
and planting them in their fields. Packets with bright balloony
letters on them which read "Pop Rocks". A hundred years from now vast
Pop Rock forests may spread across China, tended by bright candy
Ents. I have no data to the contrary.

> My math is growing, worldwide.

"Math": You keep using that word. I do not think it means what you
think it means.

> As it grows its influence will eventually be greater than that of the
> currently established number theory.  And its students will replace
> the current math society, worldwide.

Really?  How do you know?

> It's just a matter of time.

Vast forests indeed!
From: Jesse F. Hughes on
JSH <jstevh(a)gmail.com> writes:

>> What about Russia and Mr. Perelman? France and L'�cole Polytechnique
>> should also have some good math results, as would German schools (I
>> presume).
>
> American and British mathematicians claim to be the best in the world.
>
> I'm not making that up.

So, you're not making that up. How about giving an instance where some
American or British mathematician makes that claim?

--
"This is based on the assumption that the difference in set size is what
makes the important difference between finite and infinite sets, but I think
most people -- even the mathematicians -- will agree that that probably
isn't the case." -- Allan C Cybulskie explains infinite sets