On 26/08/2008, at 4:50 AM, Jarrett Byrnes wrote:

I'm currently working on writing up some documentation for some of my code, but am having the darndest time coding in equations. For example, the equation in the following:

\details{ Calculated the R Squared for observed endogenous variables in a structural equation model, as well as several other useful summary statistics about the error in thoe variables.

R Squared values are calculated as

\deqn{R^{2} = 1-\frac{estimated variance}{observed variance}}

Standardized error coefficients are then calculated as sqrt(1 - R^2).
}

While it shows normally using R CMD Rd2dvi, when I actually compile and load the package, displays as follows:
R^{2} = 1-frac{estimated variance}{observed variance}

        

        Displays, presumably, in a plain text or html environment.

As my late Uncle Stanley would have said, ``What the hell do you expect?''

Plain text and html, unlike LaTeX, do not have advanced mathematical display
        capabilities.

The R documentation facility --- RTFM!!! (section 2.6 Mathematics) --- provides a way
        to allow for both possibilities.  You can do:

\deqn{R^2 = 1 - \frac{estimated variance}{observed variance}}{R- squared = 1 - (estimated variance)/(observed variance)}

Then in the pdf manual for your package you'll get the sexy mathematical display, but when you call
        for help on line and get a plain text or html version you'll see

                R-squared = 1 - (estimated variance)/(observed variance)

        which is the best that can be done under the circumstances              

I have also tried

\deqn{R^{2} = 1-\frac{{estimated variance}{observed variance}}}

and

\deqn{R^{2} = \frac{1-{estimated variance}{observed variance}}}

with the same result - Rd2dvi is happy, but the display is still wonky in practice. I've also tried subbing in \eqn{R^{2}} in the rest of the text in a few places, but, again, it shows as R^{2}. Is there something I'm missing about inserting equations into R documentation?

        Yes.

                cheers,

                        Rolf Turner

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