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I also noticed the Calculator written in XSL that you mentioned about in one of your previous posts http://fxsl.sourceforge.net/articles/xslCalculator/The%20FXSL%20Calculator.html -- it's too advanced for me to understand at this point, but it definitely shows what could be accomplished. Yes, the question is not so much what can be accomplished with XSLT (it is a Turing-complete language), but how the solution can be expressed using XSLT in a more compact, elegant and efficient way. In this respect XSLT 2.0 is a big step forward. When combined with FXSL, the solutions are intuitive and sometimes much more straight-forward to arrive at, and very often they are one liners (which means just one XPath expression or just one FXSL function call).
- generating Fibonacci numbers; - determining whether a number is prime. - producing the concordance of large text corpora. - solving Sudoku puzzles - various graph algorithms such as finding one or all or the minimal route between two nodes. Years ago I played with the "Street Sweeper" algorithm for Eulerization of a graph. -- Cheers, Dimitre Novatchev --------------------------------------- Truly great madness cannot be achieved without significant intelligence. --------------------------------------- To invent, you need a good imagination and a pile of junk ------------------------------------- You've achieved success in your field when you don't know whether what you're doing is work or play On 4/24/07, Rashmi Rubdi <rashmi.sub@xxxxxxxxx> wrote: On 4/24/07, Dimitre Novatchev <dnovatchev@xxxxxxxxx> wrote:
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