Maxima CAS question re: forcing evaluation

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SUMMARY

The discussion centers on using Maxima Computer Algebra System (CAS) to force the evaluation of mathematical expressions to a specified number of digits. Users express frustration with Maxima's inability to evaluate complex integrals and expressions, particularly when compared to the capabilities of the TI-89 calculator. The main inquiry is about the specific command or keyword in Maxima that enables this evaluation feature.

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  • Familiarity with Maxima CAS commands and syntax
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  • Research the Maxima command for numerical evaluation, such as 'float' or 'bfloat'
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Mathematicians, educators, students, and anyone using Maxima for symbolic computation who seeks to enhance their understanding of numerical evaluation methods within the software.

bitrex
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I'm wondering if anyone knows how, using the Maxima CAS, to force the evaluation of an expression? For example, if a function returns something like the following as a solution:

-\frac{{2}^{\frac{6}{4\,log\left( 2\right) -5}+2}-5\,\left( \frac{6}{4\,log\left( 2\right) -5}+2\right) }{log\left( 2\right) \,{2}^{\frac{6}{4\,log\left( 2\right) -5}+2}-5}+\frac{6}{4\,log\left( 2\right) -5}+2

it sure would be nice to ask Maxima to evaluate it to a certain number of digits! :rolleyes:
 
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Hi bitrex,

Have you found the answer to your question ? I am quite interested in too.
Maxima give me the following result and I don't manage Maxima to evaluate where as my TI-89 succeed !
<br /> \[\int_{0}^{0.25}\int_{-\frac{\pi }{32}}^{\frac{\pi }{32}}\frac{\mathrm{cos}\left( \phi-\frac{\pi }{8}\right) }{{\left( {\left( -z-0.05\right) }^{2}-4\,\mathrm{cos}\left( \phi-\frac{\pi }{8}\right) +5\right) }^{\frac{3}{2}}}d\phi\,\left( -z-0.05\right) dz\]<br />

What is the keyword to force evaluation in Maxima ?

Thanks,
binoyte
 

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