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smellybigbelly

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One vision in the article that stood out for me, was how formal proof assistants allow for large teams to collaborate on proving theorems. Imagine what we could achieve if we could do mathematics as a hive mind!

What books will get me started into understanding recent scientific publications? I’m interested in the theoretical side but even more in the engineering/hardware side.

I think part of the reason why 3 is special is because you get a lot of bang for your buck. Order 3 is a low order polynomial that is relatively easy to analyse, but already gives tremendous mathematical properties.

For example, the points of elliptic curves form groups. The operation of combining the points is described in the article (draw a straight line through two points and mirror in x-axis).

That means that all the theorems that are proven for Groups, are also true for elliptic curves.

But I think there are many more exciting properties

Amateur here (just studying abstract algebra for hobby). I’m also very curious for more reasons.

Our team also suffered from the problems you described of public helm charts. There is always something you need to customise to make things work on your own environment. Our approach has been to use the public helm chart as-is and do any customisation with `kustomize —enable-helm`.