The person depicted in the news story is likely malingering retrograde memory 
disorder.  There has never been a verified case of retrograde amnesia 
greater than a few hours that has resulted from a mild head injury.  What they 
likely didn't mention is that he is in litigation over this workplace fall or 
wants complete disability compensation.  I have seen two or three cases like 
this over the years and they can be easily "caught" in their own lies because
it is difficult to maintain this when you actually have memories.  There was 
only one case that continues to befuddle me.  I interviewed the patient approx 
3 years after he acquired amnesia.  The case is reported in the paper below.  
He didn't have a TBI but manifested a very convincing retrograde amnesia.


Retrograde amnesia for forty years. 
Andrews, Ellen;  Poser, Charles M;  Kessler, Marc. 
Cortex: A Journal Devoted to the Study of the Nervous System and Behavior. 
Vol.18(3), Oct 1982, pp. 441-458.

Mike Williams
Drexel University
 








----------------------------------------------------------------------

Subject: Retrograde Amnesia on ABC Nightline
From: Rick Froman <[email protected]>
Date: Tue, 20 Apr 2010 18:49:05 -0500
X-Message-Number: 11

It is not heavy on facts or theories (it does show some scans) but it does 
provide a real life example of someone showing what life is like when the last 
40 some years are totally gone from your memory. You may or may not be 
surprised 
to find that it appears to be harder on those around you than it is on you just 
because you don't have a memory of what you have lost.

I don't know how long it will be available at this site:

http://abcnews.go.com/nightline

but it should be available for a few days in the archive at this site:

http://abcnews.go.com/Video/playerIndex?catId=1206872

It is the 4-19 episode.


Rick

Dr. Rick Froman, Chair
Division of Humanities and Social Sciences
John Brown University
Siloam Springs, AR  72761
[email protected]<mailto:[email protected]>

----------------------------------------------------------------------

Subject: RE: Top 10 challenging concepts
From: "Paul C Bernhardt" <[email protected]>
Date: Tue, 20 Apr 2010 19:58:37 -0400
X-Message-Number: 12

Thanks for the various responses to the Biserial question.  I love that I learn 
new things every day!

Challenging Concepts to Teach:
         Sleeper Effect (persuasion)
         Kelley's Covariation Theory (attributions)

Paul C. Bernhardt
Department of Psychology
Frostburg State University
Frostburg, Maryland



-----Original Message-----
From: Jim Clark [mailto:[email protected]]
Sent: Tue 4/20/2010 4:20 PM
To: Teaching in the Psychological Sciences (TIPS)
Subject: Re: [tips] Top 10 challenging concepts
 
Hi

Confusion might be between biserial corr and point-biserial.  Latter is simply 
standard r between dichotomous variable X and quantitative variable Y.  Hence, 
does not violate standard conditions for Pearson r.

Biserial, however, attempts to estimate from dichotomized quantitative variable 
X and quantitative variable Y what the r would be for quantitative X.  Whatever 
procedure is used can produce r > 1, as alluded to below as the "the well known 
fact that r* can be greater than 1" (albeit not well known by me until this 
discussion).

http://biomet.oxfordjournals.org/cgi/pdf_extract/42/1-2/205

Take care
Jim


James M. Clark
Professor of Psychology
204-786-9757
204-774-4134 Fax
[email protected]

>>> Paul Bernhardt <[email protected]> 20-Apr-10 2:42:49 PM >>>
I am skeptical that the Biserial correlation can exceed an absolute value of 1. 
Can you provide an example in which it does that? 

Paul Bernhardt
Dept of Psychology
Frostburg State University
pcbernhardt _at_ frostburg _dot_ edu


On Apr 20, 2010, at 8:44 AM, Wuensch, Karl L wrote:

>  
> 
>             Actually, there are some correlation coefficients that can exceed 
one (the biserial, for example).
>  
>             Tell your students to square r before comparing one with another. 
>  
Give them a set of data and the plot and the accompanying negative r.  Then 
invert or reflect one of the variables and present the plot and positive r.  
They should get the message then.
>  
>             Try a criminal courtroom analogy.  Assume innocence.  Type I = 
convict an innocent defendant.  Type II = let a criminal get off.
>  
> Cheers,
>  
> Karl W.
>  
> From: [email protected] [mailto:[email protected]] 
> Sent: Monday, April 19, 2010 8:43 AM
> To: Teaching in the Psychological Sciences (TIPS)
> Subject: Re: [tips] Top 10 challenging concepts
>  
>  
> 
> A couple of editorial comments (unwanted I am sure but I don't care):
>  
>  
> differentiating between the phallic and genital stage 
> Since there is very little validity or empirical support for Freud's 
theoretical constructs of development and personality, 
> I would say that there is no need to waste precious class time on this 
distinction m-
> It helps the modern scientific psychologist not at all...
> Let the English, Philosophy or History prof deal with it.
>  
> >  -why a -7.0 correlation coefficient is more significant than a +5.0  There 
are no such things as 
> a -7.0 correlation coefficient or a 5.0 one. All "r"s range between -1.00 and 
+1.00
>  
>  
>  
>  
> 
> Nancy Melucci
> Long Beach City College
> Long Beach CA
> 
> -----Original Message-----
> From: Mike Palij <[email protected]>
> To: Teaching in the Psychological Sciences (TIPS) <[email protected]>
> Cc: Mike Palij <[email protected]>
> Sent: Sun, Apr 18, 2010 10:19 pm
> Subject: re: [tips] Top 10 challenging concepts
> 
> On Sun, 18 Apr 2010 16:06:30 -0700, Michael Sylvester wrote:
> >I am attempting to compile a list of the top 10 challenging concepts 
> >to explain to students.So far I have come up with the following from 
> >my courses:
> >  -Type 1 and type 2 error
> >  - differentiating between the phallic and genital stage
> >  -negative reinforcement
> >  -positive punishment
> >  -why a -7.0 correlation coefficient is more significant than a +5.0
> >  - assimilation and accomodation in Piagetian theory
> >  - diathesis stress theory of schizophrenia
>  
> Why do fools fall in love?
>  
> -Mike Palij
> New York University
> [email protected] 
>  
> P.S. Do Sylvesterian correlation coefficients exceed +/- 1.00?
> If so, how are they calculated?
>  
>  
> ---
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----------------------------------------------------------------------

Subject: Re: Biserial r.
From: "Jim Clark" <[email protected]>
Date: Tue, 20 Apr 2010 23:31:30 -0500
X-Message-Number: 13

Hi

Following SPSS simulation generates 1000 samples of 100 x y pairs with known 
population rho (#r = .9 here), then dichotomizes x to create categorical 
predictor c, which is then used to calculate rb, the biserial r (I had to track 
down various algorithms for this, but it seems correct ... mean rb, for 
example, 
is very close to rho).  Anyway, it illustrates that for extreme values of rho, 
rb can in fact exceed 1 (presumably same at other tail).  12 of 1000 rbs were > 
1 in one simulation I ran.  Perhaps there are other factors that also influence 
likelihood of getting values beyond normal range for rs (e.g., size of 
categories).

input program.
comp #r = .9.
loop samp = 1 to 1000.
leave samp.
loop obs = 1 to 100.
comp x = rv.norm(0,1).
comp y = rv.norm(0,1)*SQRT(1-#r**2) + x*#r.
end case.
end loop.
end loop.
end file.
end input program.
comp c = 0.
if x > -.2 c = 1.
if c = 0 y0 = y.
if c = 1 y1 = y.

aggre /outfile = * /presort /break = samp
  /m0 = mean(y0)   /m1 = mean(y1)   /p = fgt(c, 0)  /q = flt(c, 1)  /sy = sd(y).

compute z = idf.normal(q, 0, 1).
compute ord = .3989*2.71828**-((z**2)/2).
compute rb = (m1 - m0)*((p*q/ord)/sy).
freq rb /forma = notable /hist.
comp rbx = (rb<-1) or (rb>+1).
freq rbx.

It is perhaps worth noting that there are other widely used statistics that 
produce "impossible" values.  The Bonferroni test, for example, can produce ps 
> 
1 if one computes LSD p x # comparisons (as reported in SPSS, for example).  
SPSS rounds these to 1.  Perhaps similar convention is adopted for rb?

I'm hard-pressed to decide whether to thank Karl for raising this interesting 
question, or berate him for taking me away from my marking to do this exercise! 
 
Or perhaps the latter should be a thanks as well?

Take care
Jim

James M. Clark
Professor of Psychology
204-786-9757
204-774-4134 Fax
[email protected]

>>> "Wuensch, Karl L" <[email protected]> 20-Apr-10 4:03:26 PM >>>
See:   The Theory of Correlation Between Two Continuous Variables when One is 
Dichotomized
Author(s): Robert F. Tate
Source: Biometrika, Vol. 42, No. 1/2 (Jun., 1955), pp. 205-216

Cheers,

Karl W.
________________________________
From: Paul Bernhardt [mailto:[email protected]] 
Sent: Tuesday, April 20, 2010 3:43 PM
To: Teaching in the Psychological Sciences (TIPS)
Subject: Re: [tips] Top 10 challenging concepts




I am skeptical that the Biserial correlation can exceed an absolute value of 1. 
Can you provide an example in which it does that?

Paul Bernhardt
Dept of Psychology
Frostburg State University
pcbernhardt _at_ frostburg _dot_ edu


On Apr 20, 2010, at 8:44 AM, Wuensch, Karl L wrote:




            Actually, there are some correlation coefficients that can exceed 
one (the biserial, for example).

            Tell your students to square r before comparing one with another.  
Give them a set of data and the plot and the accompanying negative r.  Then 
invert or reflect one of the variables and present the plot and positive r.  
They should get the message then.

            Try a criminal courtroom analogy.  Assume innocence.  Type I = 
convict an innocent defendant.  Type II = let a criminal get off.

Cheers,

Karl W.

From: [email protected]<mailto:[email protected]> [mailto:[email protected]] 
Sent: Monday, April 19, 2010 8:43 AM
To: Teaching in the Psychological Sciences (TIPS)
Subject: Re: [tips] Top 10 challenging concepts



A couple of editorial comments (unwanted I am sure but I don't care):



differentiating between the phallic and genital stage

Since there is very little validity or empirical support for Freud's 
theoretical 
constructs of development and personality,

I would say that there is no need to waste precious class time on this 
distinction m-

It helps the modern scientific psychologist not at all...

Let the English, Philosophy or History prof deal with it.



>  -why a -7.0 correlation coefficient is more significant than a +5.0  There 
are no such things as

a -7.0 correlation coefficient or a 5.0 one. All "r"s range between -1.00 and 
+1.00







Nancy Melucci
Long Beach City College
Long Beach CA
-----Original Message-----
From: Mike Palij <[email protected]<mailto:[email protected]>>
To: Teaching in the Psychological Sciences (TIPS) 
<[email protected]<mailto:[email protected]>>
Cc: Mike Palij <[email protected]<mailto:[email protected]>>
Sent: Sun, Apr 18, 2010 10:19 pm
Subject: re: [tips] Top 10 challenging concepts

On Sun, 18 Apr 2010 16:06:30 -0700, Michael Sylvester wrote:

>I am attempting to compile a list of the top 10 challenging concepts

>to explain to students.So far I have come up with the following from

>my courses:

>  -Type 1 and type 2 error

>  - differentiating between the phallic and genital stage

>  -negative reinforcement

>  -positive punishment

>  -why a -7.0 correlation coefficient is more significant than a +5.0

>  - assimilation and accomodation in Piagetian theory

>  - diathesis stress theory of schizophrenia



Why do fools fall in love?



-Mike Palij

New York University

[email protected]<mailto:[email protected]>



P.S. Do Sylvesterian correlation coefficients exceed +/- 1.00?

If so, how are they calculated?





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