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Titlebook: Exploring Computer Science with Scheme; Oliver Grillmeyer Textbook 1998 Springer-Verlag New York 1998 algorithms.artificial intelligence.c

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Introduction to Computer Science,rst computing devices were mechanical in nature! If s the particular set of functions that the computer performs that separates it from microwave ovens or stereos, which are also electronic devices that perform well-defined functions.
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Problem Solving and Problem Abstraction,encounter and solve a number of problems without paying attention to them. You might be looking for cream of asparagus soup. You have techniques that you use to find this particular flavor of soup. You probably don’t look for it among the frozen pizzas. You may ask someone where it can be found to n
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Conditionals, an important element that separates computers from simpler computational devices. Control operations allow decisions to be made. Different actions are taken based on the given conditions. Lef s look at how Scheme handles control.
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Repetition Through Recursion,irst twenty numbers in a list. We may want to return the first symbol in a list. To carry out such actions the technique of . can be used. It is essential to master recursion, as it is commonly used in Scheme programming. There are different types of recursion that we will explore individually. The
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Repetition Through Iteration, until some condition is met. Iterative functions provide a means of carrying out these commonly performed tasks without having to explicitly create recursive functions. In general, any linear recursive function (a function with a single recursive call in each of its recursive cases) can be written
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Advanced Uses of Functions,name that matches directly with an argument when the function is called. These functions must be called with a fixed number of arguments. We can create functions that take a variable number of arguments. This is done by specifying one parameter after the function name and a period (making a function
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Compilers and Interpreters,itten in a high-level language into programs that perform that same task in machine language. These machine-language programs can then be run on the computer. A . produces machine language that is to be run on a different machine than the one on which the compiler runs. This is helpful when the comp
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