Shameless plug for my React library for creating interactive visualizations on the web, in case anyone wants to make similar things. Probably needs a little work to make things this sophisticated though :) https://mafs.dev/
MIT Mathlets
21–30 of 41 posts
Re: MIT Mathlets
#22Earlier quoted context omitted.
Wow, this is stunning! I foresee this as a frontend visualisation tool for a Brilliant.org competitor (something I have been wanting to do for a while, but haven't been able to find time for)
Funnily enough, I built it largely to impress them when I applied last year. But they black holed me. Still happy I made it!
Re: MIT Mathlets
#23Re: MIT Mathlets
#24Slightly off-topic question: how would you call these playable things embedded in HTML these days? I would like to use the word "applet" but it can be still confusing to those who remember Java Applets. Any idea?
At Distill we simply called them "figures" or "diagrams"; sometimes "interactive figures" or "interactive diagrams" when the distinction needed to be made.
Re: MIT Mathlets
#25Shameless plug for my React library for creating interactive visualizations on the web, in case anyone wants to make similar things. Probably needs a little work to make things this sophisticated though :) https://mafs.dev/
Re: MIT Mathlets
#26Re: MIT Mathlets
#27I just made a awesome-type list of tools that can be used for creating interactive mathematics (and physics) visualizations like we see here. Feel free to add tools that i forgot to mention.
Re: MIT Mathlets
#28Slightly off-topic question: how would you call these playable things embedded in HTML these days? I would like to use the word "applet" but it can be still confusing to those who remember Java Applets. Any idea?
Re: MIT Mathlets
#29Interesting, but in the first one I clicked on, "T distribution", there should be more explanation. It says only "The t distribution depends on one parameter.". I would say, "The shape of the t distribution depends on one parameter, the degrees of freedom, which controls the kurtosis. As df approaches infinity the t distribution approaches the normal distribution."
Re: MIT Mathlets
#30Shameless plug for my React library for creating interactive visualizations on the web, in case anyone wants to make similar things. Probably needs a little work to make things this sophisticated though :) https://mafs.dev/