Lambda Calculus via C# (22) Iota Combinator and Jot Combinators
is an with minimum elements but still [Turing-complete](ht
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Lambda Calculus via C# (21) SKI Combinator Calculus
The shows SKI calculus is untyped and strongly typed C# implementation does not work. So here comes the SKI in untyped C#:
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Lambda Calculus via C# (20) Combinators
As mentioned in , combinator is a special kind of lambda expression without free variables
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Lambda Calculus via C# (19) Church Encoding and More
So far a ton has been encoded. Here is a summary.
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Lambda Calculus via C# (18) Encoding Signed Number
In lambda calculus, a signed number (integer) can be represented by a of [Chur
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Lambda Calculus via C# (17) Encoding Church List with Fold (Aggregate) Function
A third way to encode Church list, is to use ) (also called [aggregate in C#/.NET](https://msdn.microsoft.com/en-us/library/v
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Lambda Calculus via C# (16) Encoding Church List with 2 Church Pairs as a Node
Previous part encoded Church list with one (2-tuple) as a list node. An alternative way
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Lambda Calculus via C# (15) Encoding Church List with Church Pair, And Null
This part will demonstrate how to use lambda expressions to encode another data structure - list (Church list in or [LinkedList<T>](http
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