By Greg Michaelson

ISBN-10: 0486280292

ISBN-13: 9780486280295

Useful programming is rooted in lambda calculus, which constitutes the world's smallest programming language. This well-respected textual content bargains an obtainable creation to useful programming recommendations and methods for college kids of arithmetic and desktop technological know-how. The therapy is as nontechnical as attainable, and it assumes no past wisdom of arithmetic or practical programming. Cogent examples remove darkness from the imperative rules, and diverse workouts seem through the textual content, supplying reinforcement of key options. All difficulties characteristic whole options.

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**Extra info for An Introduction to Functional Programming Through Lambda Calculus (Dover Books on Mathematics)**

**Example text**

Now the total cost of items is: 62 Suppose the cost of items drops to 9 cents. Now the total cost of items is: Because the cost changes, we could also introduce a name to stand for the cost in general, say cost: Here, we have abstracted over two operands in the formula. To evaluate the abstraction, we need to supply two values. For example, 12 items at 32 cents will have total cost: which is: which is: For example, 25 items at 15 cents will have total cost: 63 which is: which is: Suppose we now want to solve a different problem.

This is illegal in many imperative languages because it is not possible to construct functions of type ‘function’. As we shall see, the ability to manipulate functions as values gives functional languages substantial power and flexibility. 7 The origins of functional languages Functional programming has its roots in mathematical logic. Informal logical systems have been in use for over 2000 years but the first modern formalizations were by Hamilton, De Morgan and Boole in the mid nineteenth century.

This approach was strengthened by Scott’s lattice theoretic description for λ calculus. Currently, denotational semantics and its derivatives are used to give formal definitions of programming languages. Functional languages are closely related to λ calculus based semantic languages. Since the introduction of LISP, many partially and fully functional languages have been developed. For example, POP-2 was developed at Edinburgh University by Popplestone and Burstall in 1971 as an updated LISP with a modern syntax and a pure functional subset.

### An Introduction to Functional Programming Through Lambda Calculus (Dover Books on Mathematics) by Greg Michaelson

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