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Algebrite, a computer algebra system in JavaScript
- evmar 10y agoSorta offtopic, but the logo reminds me of http://ich.deanmcnamee.com/pre3d/ http://ich.deanmcnamee.com/pre3d/ , except that one has the cute behavior when you move the mouse.
- jessaustin 10y agoClose! Your link has the tetrakis cuboctahedron, while TFA has the pentakis dodecahedron. The spinning on mouse is really cool; all logos ought to have that.
- steQ 10y agoThe "pentakis dodecahedron" logo is by Felix Koutchinski (as said in credits/links)
- gravypod 10y agoI would be interested seeing this coupled with a NLP library and a graphing library if this could be used to make a wolfram-like clone.
- ivan_ah 10y agoThat's very cool. The API seems fairly similar to SymPy. It would be great to have a CAS that can perform simple operations in the browser, and ship more complicated things to a SymPy backend (or another CAS). http://live.sympy.org/ http://live.sympy.org/ is great, but do we really need to call the backend for everything?
- deleted 10y ago[deleted]
- vonsydov 10y agodawww thanks
- teraflop 10y agoAwesome! Not knowing much about how a CAS is implemented, I'm curious -- what is it that causes the integration demo to take so much longer than the other examples? Does it have to do some kind of search to find the correct sequence of manipulations?
- jessaustin 10y agoThe one that takes the longest is a double integral. That's the volume under a surface rather than the area under a curve. Frankly I don't know if that's any sort of explanation...
- mroll 10y agoI'm not sure what method this system uses for definite integration, but it is likely one of Simpsons, Gaussian, and Clenshaw-Curtis. These are numerical methods that, for the best accuracy, require lots of steps of evaluation. Depending on the error bounds you want, it could take a while. Edit: also the nonlinear square root term may cause difficulty. People might find this interesting: Maple uses Clenshaw Curtis as the default, but will switch dynamically to Gaussian if singularities are detected.
- Gladdyu 10y agoThis would be relevant to numerical integration. However, as it gives as answer some multiple of pi, it must've performed symbolic integration, which also suits the general design of the library better. There are some methods for performing symbolic integration but often trial and error with lookup tables and tricks (substitution etc) is faster.
- gh02t 10y agoYeah, actually using the Risch algorithm is usually a last resort in a lot of CAS' because it's fairly intensive and also will often produce answers in a form very different from what a human would give. It's also famously difficult to implement, so if this library is using it without a thick layer of tricks and heuristics then that's probably where the slowness comes from.
- Edmond 10y agobeat me to it, I develop www.jasymchat.com which is based on Jasymca (http://webuser.hs-furtwangen.de/~dersch/ http://webuser.hs-furtwangen.de/~dersch/)..I was thinking of porting Jasymca to a Javascript.
- gravypod 10y agoI'd love for someone to try and put this into real hardware. Computers have advanced but calculators haven't. Calculators are only focused on school kids, not on people who really need to get things done. I'd love to have octave or scipy on a piece of dedicated hardware.
- CuriouslyC 10y agoA Mathematica style program for tablets that could convert handwritten math using common notation into symbolic constructs would be absolutely amazing.
- nateabele 10y agoThis is admittedly a nitpick, but, seriously people: there are no good reasons (although plenty of bad ones) to continue using CoffeeScript. Just write ES6†. † ES2015 for the super-pedants :-)
- noobermin 10y agoThere needs to be a javascript flavor/js based language that allows operator overloading...so that there can be something like numpy in javascript. I love js's semantics much more than python's so it'd be great to do quick and dirty numeric stuff in js.
- yareally 10y agoThere is: https://kotlinlang.org/docs/reference/operator-overloading.html https://kotlinlang.org/docs/reference/operator-overloading.h... (Kotlin compiles to js or jvm byte code)
- krotton 10y agoThere's also https://www.scala-js.org/ https://www.scala-js.org/
- GFK_of_xmaspast 10y agoAren't all numbers in javascript double precision.
- alextgordon 10y agoYou're right, but I guess you're being downvoted because nobody wants to hear it. JavaScript will never get anything like numpy, because it doesn't have integers. Doing mathematics without integers is like driving a car without wheels.
- bliker 10y agoIt does: https://developer.mozilla.org/en-US/docs/Web/JavaScript/Typed_arrays https://developer.mozilla.org/en-US/docs/Web/JavaScript/Type...
- megalodon 10y agoThat is a pretty bold statement. Combine typed arrays with BLAS and you have yourself a numpy (well, kind of). In Node you can move performance-critical code to C++, which does have integers. Browser support of typed arrays is a bit disappointing, but it's getting better. Disclaimer: I'm developing https://github.com/mateogianolio/vectorious https://github.com/mateogianolio/vectorious
- ldp01 10y agoVery neat! Would you consider adding a TeX() function to format the output strings into LaTeX? This functionality is very useful for someone who needs to present their results. I'm doing some coursework for my MSc in math, and have taken to using CASs (Maxima, and Yacas via RYacas) to explore/validate my assignment questions/answers. The automatic TeX formatting in those systems has been an essential feature.
- Etheryte 10y agoSeparate Latex libraries already exist, why not simply extend one of those?
- daniel-levin 10y agoThere is also a comprehensive mathematical library for JS called math.js [1]. It has no dependencies, supports powerful symbolic computation, as well as many mathematical functions. It implements a useful subset of what one expects a CAS to be able to do. [1] http://mathjs.org/ http://mathjs.org/
- davidedc 10y agoI like Math.js a lot. It is (mostly) a numerical library though (apart from units of measurement and the ability to define functions). I'd challenge that it supports "powerful symbolic computation": CAS traditionally solve equations for example, manipulate polynomials, simplify expressions, add/multiply polynomials/vectors/matrices having elements expressed in symbols rather than having values, that sort of things.