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Operational Introduction to Algebraic Effects and Continuations
Algebraic Effects in JavaScript part 1 - continuations and control transfer
This is the first post of a series about Algebraic Effects and Handlers.
There are 2 ways to approach this topic:
Denotational: explain Algebraic Effects in terms of their meaning in mathematics/Category theory
Operational: explain the mechanic of Algebraic Effects by showing how they operate under a chosen runtime environment
Both approaches are valuables and give different insights on the topic. However, not everyone (including me), has the prerequisites to grasp the concepts of Category theory and Abstract Algebra. On the other hand, the operational approach is accessible to a much wider audience of programmers even if it doesn't provide the full picture.
I started using React 3.5 years ago, and I still love it. It was such
a well-designed solution that not much has changed since then, only
superficial stuff like naming. What I learned then is still wholly
applicable today because it's such a good idea (although now you can
choose from many other libraries). On top of that, we now benefit from
an entirely new architecture (fiber) without changing much.
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Session token strategy example for scalatra auth (scentry)
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