Media Summary: Summing up our exploration of lambda-calculus Summing up our exploration of λ-calculus Implementing additional numeric operations for Church numerals.
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Plait Encoding 9 Conclusion - Detailed Analysis

Summing up our exploration of lambda-calculus Summing up our exploration of λ-calculus Implementing additional numeric operations for Church numerals. The `let` form can be converted by Curly's parser into to a `lambda` that is immediately applied. The lambda calculus is a simple but Turing-complete language that was invented by Alonzo Church in the 1930s. Converting `let` to `lambda` is an example of a more general concept of syntactic sugar, and even more generally as an

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