Download Visual C++ 6 и MFC. Энциклопедия пользователя by Олафсен Ю., Скрайбнер К., Уайт К. Д. PDF

By Олафсен Ю., Скрайбнер К., Уайт К. Д.

Книга известных специалистов в области разработки сложных программных систем посвящена использованию одной из наиболее полнофункциональных библиотек для visible C++ 6 - Microsoft starting place periods. Основное внимание в книге уделяется не только теоретическим аспектам программирования в среде visible C++ 6, но также и практическому их воплощению в реальных примерах, повседневно встречающихся в программистской практике.В книге рассматриваются такие темы, как COM-программирование с использованием MFC, программирование баз данных, создание графических приложений и приложений для работы в net. Книга сопровождается CD-ROM, который содержит исходные тексты всех примеров и набор полезных библиотек.

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In the inner let, lambda closes over the binding of down to an unimportant value and then let binds the resulting procedure to the temporary variable t0. In the body of the inner let, the binding of down to #f is still visible. Set! changes its value to the procedure bound to t0. This mutation also affects the value that lambda closed over, because the scope of the outer let is still in effect. The resulting structure is recursive: down = (lambda (x) (if (zero? x) 0 (down (- x 1)))) In general, letrec can be transformed to let in the following way: (letrec ((v1 p1) = ...

Before doing the next iteration in transform, the depth of the current sublist is consed to out. If the maximum depth found so far was bound to out instead of the list, the new maximum depth could be computed right at this point. In this case, the max-list procedure could be optimized away altogether. Of course, transform and out would have to get more descriptive names, too: (define (deepest-sublist x) (letrec ((max-depth (lambda (in max-so-far) (cond ((null? in) max-so-far) (else (max-depth (cdr in) (max (depth (car in)) max-so-far))))))) (max-depth x 0))) Optimizations like this spring to mind quite frequently.

If you plan to use lists as data structures, you would give more descriptive names to procedures extracting specific members. For example, a date could be stored in a list of the form (year month day) but of course, you would not use the names car, cadr and caddr to refer to the single fields of a date object. You would define accessor procedures like these: (define (year date) (car date)) (define (month date) (cadr date)) (define (day date) (caddr date)) Of course, cadr and friends as well as custom names for accessing parts of structured lists are only suitable for handling rather flat and short lists.

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