[R] error message in fitdistr
     (Ted Harding) 
    Ted.Harding at nessie.mcc.ac.uk
       
    Tue Aug  5 14:00:07 CEST 2003
    
    
  
On 05-Aug-03 vincent.stoliaroff at sgcib.com wrote:
> Here is a numerical vector test
>> test
>   [1] 206  53 124 112  92  77 118  75  48 176  90  74 107 126  99  84
> ...
> 89  94  69  74  99  97  91  92
> 
> Assuming it follows a lognormal distribution I'd like to determine the
> mean and the sd thanks to maximum likelihood estimation
> 
>> fitdistr(test,"lognormal",start=list(200,10))
> Error in print.fitdistr(structure(list(estimate = c(4.54666263736726, 
>:
>         more elements supplied than there are to replace
> 
> I chose the parameter start randomly
> 
> I don't understand the error message. Has anybody ever encountered such
> one?
Hmmm. Not being practised with "fitdist", this took me a moment to track
down. However, the clues are:
1. In ?fitdist ::
   fitdistr(x, densfun, start, ...)
   start: A named list giving the parameters to be optimized with
          initial values.  This can be omitted for some of the named
          distributions (see Details) [not lognormal]. 
2. Hence start must be a _named_ list, i.e. its components must have
   names. So the question is: what to call them?
   For this you need to know what the names are for the parameters in
   your designated distribution. So:
3. help.search("lognormal") -> Lognormal(base)
4. ?Lognormal ::
   dlnorm(x, meanlog = 0, sdlog = 1, log = FALSE)
So it looks as though you need names "meanlog" and "sdlog", so now try
   fitdistr(test,"lognormal",start=list(meanlog=4,sdlog=0.4))
with results
    meanlog       sdlog   
    4.55316203   0.38990402 
    (0.02866631) (0.02026545)
and it works!
The starting values "4" and "0.4" were chosen because
    mean(log(test))
    [1] 4.553205
    sd(log(test))
    [1] 0.3910148
and of course it works if you start elsewhere; but this also shows that
the naive estimate, in this case, was very good.
Best wishes,
Ted.
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Date: 05-Aug-03                                       Time: 13:00:07
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