This is what happens when science is used for PR
purposes. The ME is full of holes.

--- dhamiltony2k5 <[EMAIL PROTECTED]> wrote:

> Om, hey, New.Morning;  do you ever interact with the
> FF TM university 
> about
> this?  On their radio broadcasts they (Drs. Hagelin
> and
> Morris) and other PhD's are saying the ME is an
> absolute scientific
> certainty.  A fact. Their method it seems is that if
> they say this 
> enough
> times and their ME studies get published in
> newsprint and broadcast 
> enough times then 
> hence,
> it might be true then.  It is pretty dramatic the
> way they say it.  Of
> course, it is being said to a packed jury.  
> 
> What do any of them say to you about your analysis
> of their work 
> though?  
> That thing also that you mention about 'peer
> review', which allows 
> for others to demonstrate a 
> repeatability and then they have 'substance'?   Is
> their public 
> relations certainty anywhere near the 
> point where they have substance?
> 
> They seem pretty certain the way they present, and
> it sounds really 
> neat and convincing the way they say it.
> 
> -Doug in Iowa 
> 
> 
> Flaw in the ME studies:
> 
> 
>
http://groups.yahoo.com/group/FairfieldLife/message/124066
> 
> 
> 
> More at:
> 
> http://2006-course-effects.blogspot.com/
> 
> 
> --- In [email protected], new.morning
> <[EMAIL PROTECTED]> 
> wrote:
> >
> > I have corrected and updated some recent posts on
> the flawed MUM
> > analysis of the IA experiment.
> > 
> > A 13% Gain over 17 weeks in NOT a Rare Event
> > 
> > A recent IA experiment press release states the
> "advanced 
> econometric
> > models" show a 3/10,000 chance for normal
> occurance of recent market
> > increases since the start of IA. Thus the
> so-called rarity of the
> > event opens the door for claims of some special
> new effect.
> > 
> > Lets actually look at the data.
> > 
> > The current IA experiment has run 17 full weeks,
> and the S&P 500 has
> > risen 12.9% in that period. Good show.
> > 
> > But what is the naturally occurring frequency of a
> 12.9% or better
> > gain in any 17 weeks period. Going back to 1960,
> it has occurred on
> > average 4.98 times / year. That is, for any given
> start week, there 
> is
> > a about a 10% (4.98/52) chance, historically over
> almost 50 years,
> > that there will be a 12.9% or better gain in the
> S&P500.
> > 
> > And if you allow 20 weeks to realize the same
> 12.9% gains, that is,
> > same returns, albeit gained slightly more slowly,
> it has occured on
> > average 7.1 times per year. About a 15%
> probability that any week 
> will
> > be the start of a 12.9+ gain over the next 20
> weeks.
> > 
> > And there is a 20% probability that you will get a
> 10% or better
> > return on the S&P 500 within 20 weeks.
> > 
> > For the IA experiement claim the current rise in
> the financial 
> markets
> > since July 21, 2006, the start of the IA
> experiment, is a very rare
> > event, of the magnitude of 3/10,000 probability is
> preposterous, and
> > indicative of very naive or slanted research.
> > 
> > 12 times there has been double or greater that
> approximate 13% gain,
> > that is greater or equal to 26% gain in 17 weeks
> periods -- going 
> back
> > to 1960. It has occurred on average once every
> four years.
> > 
> > So if the IA produced that rate of growth, they
> might begin to be 
> able
> > to claim something fairly unique is occuring. Or
> best, if the S&P 
> 500
> > yielded a 35% gain in 17 weeks -- which has never
> occurred in the
> > period since 1960.
> > 
> > .....
> > 
> > 
> >  IA Analysis Goofs: Assuming Normality, or
> Overspecification of the 
> Event?
> > 
> > The enourmous goof, cited in the last post, by IA
> researchers is
> > astonishing. How could such mistakes occur -- in
> the face of real
> > data. (claiming a 3/10,000 chance for normal
> occurance of recent
> > market increases since the start of IA -- when
> such an event -- a 
> 13%
> > run-up in 17 weeks -- has occurred over 220 times
> since 1960.
> > 
> > One possibility for the goof is a well-known issue
> that can be made 
> in
> > studies of financial markets is to using analysis
> and models that
> > assume a normal distribution. Distributions of the
> returns for most
> > financial markets, certainly the S&P 500 -- the
> proxy for all US
> > markets -- has "fat tails" and a lower peak than a
> normal
> > distribution. More like the top half of a somewhat
> flattened 
> circle --
> > aka an elipse, than the classic "bell" shape of a
> normal (aka
> > guassian) distribution.
> > 
> > For some analysis, in the main body of the
> distriubtion, the
> > difference is not to substantial. However, when
> analyzing the tails,
> > the extreme events, the normal distribution
> extremely underestimates
> > the occurence of extreme gains or losses, that is
> the top or bottom 
> 1%
> > or more accutely, the top .1% of the distribution.
> > 
> > ...
> > 
> > A second possibility of where the IA analysis flaw
> lies is
> > overspecification of the event. For example,
> instead of testing for
> > 13% rises in the S&P 500 over 17 weeks, one could
> have tested 13%
> > rises in the S&P 500 over 17 weeks where there is
> a pattern that 
> there
> > are weekly declines in the 3rd, 5th and 7th weeks
> of the series. 
> That
> > is the pattern of the recent rise, but is
> absolutely unimportant to
> > the premise being tested: if the 13% rises in the
> S&P 500 over 17
> > weeks is "rare" or if it naturally occurs
> periodically. The 
> occurence
> > of 13% rises in the S&P 500 over 17 weeks with
> weekly declines in 
> the
> > 3rd, 5th and 7th weeks of the series is indeed
> much rarer than the
> 
=== message truncated ===


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