Download Accelerated C++: Practical Programming by Example by Andrew Koenig, Barbara E. Moo PDF
By Andrew Koenig, Barbara E. Moo
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Want to benefit find out how to software in C++ instantly? are looking to begin writing larger, extra strong C++ courses at the present time? speeded up C++'s uniquely smooth strategy may also help you research swifter and extra fluently than you ever believed attainable. in response to the authors' in depth summer season C++ classes at Stanford collage, sped up C++ covers almost each idea that C++ programmers will ever use -- however it turns the "traditional" C++ curriculum the other way up, beginning with the high-level C++ information buildings and algorithms that allow you to write strong courses instantly. as soon as you're getting effects, speeded up C++ takes you "under the hood," introducing complicated language positive aspects comparable to reminiscence administration in context, and explaining precisely how and while to take advantage of them. From begin to end, the booklet concentrates on fixing difficulties, instead of studying language and library beneficial properties for his or her personal sake. the end result: You'll be writing real-world courses very quickly -- and remarkable code speedier than you ever imagined.
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Additional info for Accelerated C++: Practical Programming by Example
If so, what does it do? If not, say why not, and rewrite it to be valid. #include
Writing a row of output causes the invariant to become false, because r is no longer the number of rows we have written. However, incrementing r to account for the row that was written will make the invariant true again. Doing so makes the invariant true at the end of the body, so we have met the second requirement. Because both requirements are true, we know that after the while finishes, we have written r rows. Moreover, we have already seen that r == rows. Together, these two facts imply that rows is the total number of rows that we have written.
The first idea is that when a while finishes, its condition must be false-otherwise the while wouldn't have finished. = rows is false and, therefore, that r is equal to rows. The second idea is that of a loop invariant, which is a property that we assert will be true about a while each time it is about to test its condition. We choose an invariant that we can use to convince ourselves that the program behaves as we intend, and we write the program so as to make the invariant true at the proper times.