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What programming languages should I learn for Web development?

Programming languages for math applications?

  • I'm looking to learn 1 to 3 programming languages for math applications (quantitative analysis/ ARIMA/ forecasting/ etc). I started C++, just looking for other ideas. Any thoughts on Python or APL? Why would you choose the language versus a different one? Caveat: I'm looking to earn a MS in applied mathematics - the languages should be geared towards that. I have no interest in web development and FORTRAN seems too old.

  • Answer:

    I've used Octave before and liked it. It ties into plot3d. Mathematica is an "of course." R is for statistics. I have heard of Sage, but not yet tried it. The link at the bottom is to a page that discusses many of these options. Worth a look. For optimizing procedural languages, though, FORTRAN remains supreme. It guarantees certain features that C and C++ do not, for example, which permits compilers to optimize in ways they cannot elsewhere. This includes vector machines and VLIW. FORTRAN versions sometimes include features you simply will not see elsewhere. (See the BULLDOG compiler [Ph.D. thesis, 1985, I think] as an example for features targeting a VLIW machine.) FORTRAN has been improved over the years and it's main claim to fame remains its ability to perform mathematics quickly and accurately. P.S. Of course, you have learned to use Latex in your writing by now. My Yahoo answers page includes a download link for code I wrote where you can use Latex-similar for Yahoo Answers. For example: b(n) = \sum_{1}^{n} \frac{1}{i^2} \fact{1296} \solve{-5 -5 2,2 5 -5,-1 -1 -5}{-6 9 15}{\dt{x} \dt{y} \dt{z}} produces: b(n) = ∑₁ⁿ 1 ⁄ i² 2⁴⋅3⁴ ẋ=2, ẏ=-2, ż=-3

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I've used Octave before and liked it. It ties into plot3d. Mathematica is an "of course." R is for statistics. I have heard of Sage, but not yet tried it. The link at the bottom is to a page that discusses many of these options. Worth a look. For optimizing procedural languages, though, FORTRAN remains supreme. It guarantees certain features that C and C++ do not, for example, which permits compilers to optimize in ways they cannot elsewhere. This includes vector machines and VLIW. FORTRAN versions sometimes include features you simply will not see elsewhere. (See the BULLDOG compiler [Ph.D. thesis, 1985, I think] as an example for features targeting a VLIW machine.) FORTRAN has been improved over the years and it's main claim to fame remains its ability to perform mathematics quickly and accurately. P.S. Of course, you have learned to use Latex in your writing by now. My Yahoo answers page includes a download link for code I wrote where you can use Latex-similar for Yahoo Answers. For example: b(n) = \sum_{1}^{n} \frac{1}{i^2} \fact{1296} \solve{-5 -5 2,2 5 -5,-1 -1 -5}{-6 9 15}{\dt{x} \dt{y} \dt{z}} produces: b(n) = ∑₁ⁿ 1 ⁄ i² 2⁴⋅3⁴ ẋ=2, ẏ=-2, ż=-3

Jonathan

R language MATLAB FORTRAN is not old. Still NASA flight launching SW is understood to be in FORTRAN

James Bond

R language MATLAB FORTRAN is not old. Still NASA flight launching SW is understood to be in FORTRAN

James Bond

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