The speed of MC
PEChumbley at aol.com
PEChumbley at aol.com
Mon Mar 31 11:40:00 EST 2003
Excellent explanation. I knew some of the tricks but you clearly showed a
faster method. This will immediately help me in writing faster scripts.
Philip Chumbley
> How to speed up MC
>
> All those guys that migrated from good old HyperCard to MC, were
> delighted by the speed enhancement. Nevertheless, in a number of cases,
> MC is slow compared to languages like Pascal or C. Scott Raney gives
> some good advice about how to speed up your scripts. However, there are
> some of less known tricks that can speed up your scripts amazingly.
> Suppose you want to create a list consisting of a number of lines with
> something put into each line. For the sake of simplicity, let us create
> a list of 10000 random numbers between 1 and 1000. If your script looks
> like this:
>
> script A
>
> repeat with i = 1 to 10000
> put random (1000) into line i of randList
> end repeat
>
> and are eager to know how to write a script that executes more then ten
> times as fast, you should read on!
> But first some questions. Do you think that the same script, but now
> generating random numbers between 1 and 1000000 (one million) takes more
> time? If your answer is “yes”, you’re right. It will take about twice as
> much time. Do you think that’s because generating a random number
> between 1 and 1000000 takes more time than generating a random number
> between 1 and 1000? If your answer is “yes”, you’re wrong. It takes
> about the same amount of time.
> To write scripts that executes as fast as possible, you should know
> something about how a computer (or MetaCard) works, how data are stored,
> etc. I’m going to tell you that in a very, very simplified way. But
> first, the fast script:
>
> script B
>
> repeat with i = 1 to 10000
> put random (1000) & cr after randList
> end repeat
> delete last char of theList
>
> Script B yields exactly the same result as script A, but is more then
> ten times as fast. If we wanted to generate random numbers between 1 and
> 1000000, it is even more then 20 times as fast.
>
> Here is the reason why.
> Data are stored in memory. Each piece of data has a particular length.
> For example, in script A, the 75th call to random (1000) may yield 234,
> which is three characters long. This piece of data had to be put after
> the CR (carriage return) at the end of line number 74. But where in
> memory is that? The computer can only figure that out by counting the
> number of CR’s from the start of ‘randList’. And that takes time. And
> each call to random (1000) the computer (the poor thing) starts counting
> the CR’s again.
> Script B does not have this drawback. The computer does not have to
> bother about counting CR’s, but can just put the result of random (1000)
> after the last char of ‘randList’. In script B a CR is placed after this
> line, to warrant that each new result of random (1000) appears on a new
> line. Finally, the last cr is deleted, to ensure that the results of
> script A and B are exactly the same.
> To count the number of CR’s in script A, the computer has to walk
> through all characters of ‘randList’ and to decide whether or not the
> character is a CR. If we generated random numbers between 1 and 1000000,
> the computer has to walk through about twice (actually, less than twice,
> because also the CR’s are characters) as much characters than in case of
> generating random numbers between 1 and 1000. Hence generating random
> numbers between 1 and 1000000 with script A takes about twice as much
> time than generating random numbers between 1 and 1000 with script A. In
> script B there is no difference of course.
> If you understand the principle, you can easily imagine that the speed
> increase will become negligible if the number of characters on a line is
> very small, but very large if the mean number of characters on each line
> as large.
>
> Moreover, you will also understand why using array variables is so fast.
> Array variables are indexed. If the variable AR is an array variable,
> AR[345] directly points to the correct position in memory. Hence, a
> statement like ‘get AR [345]’ is very fast. On the other hand, the
> statement ‘get line 345 of randList’ is much slower: again, the computer
> has to count 344 CR’s, walking through the data of ‘randlist’.
>
> Similarly, if you want to perfom some action on each number in
> ‘randList’ using the script:
>
> script C
>
> repeat for each line randNumber in randList
> put randNumber into temp
> -- do something
> end repeat
>
> is much faster then
>
> script D
>
> repeat with i = 1 to the number of lines of randList
> put line i of randList into temp
> -- do something with temp
> end repeat
>
> Why? In script D the computer has to count CR’s to get the i’s line. In
> script D, the computer ‘remembers’ where it is, getting lines; it just
> proceeds through the lines and doesn’t count CR’s. Moreover, of course,
> the statement ‘put randNumber into temp’ is superfluous.
>
> A strategy that can give good results, is:
> (1) Put a list into an array, using the ‘repeat for each’ approach. Note
> that you can also use items, or words.
> (2) Perform actions on the content of the array.
> (3) Put it back into the list, e.g. to display it in a field.
> This approach is especially useful if you want to change the contents of
> the list, because you cannot use ‘repeat for each’ and at the same time
> change the contents (you should now understand why).
>
> There are more tricks, but maybe all this stuff is quite familiar to you
> and offers nothing new. Please let me know if you appreciate information
> like this. If not, that’s fine. It will save me time. If yes, I will
> tell you the next time how to speed up calculations. And I will tell you
> about some limits (for example, the largest number MC can handle). And,
> for the happy few who can write C or Pascal, how to use externals or how
> self-written programs in C or Pascal can be approached using Apple
> events. (but don't expect me to contribute daily!) My aim is not to give
> you just tricks, but to give you some understanding of the mechanisms.
> If you grasp the difference between the A and B scripts, and the C and D
> scripts, and when it makes a difference and when not, you can yourself
> carefully inspect your scripts and improve them.
>
> Happy programming,
>
> Wil Dijkstra
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