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edition, so has the authors' approach to teaching it They now introduce the C++ standard library from the beginning, giving readers the means to write useful programs without first having to master every language detail Highlighting today's best practices, they show how to write programs that are safe, can be built quickly, and yet offer outstanding performance Examples that take advantage of the library, and explainsum features of C++, also show how to make the best use of the // concatenate elements from v and store in the language As in itssum = accumulate(vbegin(),discussion of fundamental C++ concepts and techniques makes string previous editions, the book's authoritative vend(), string("")); it a valuable resource even for more experienced programmersProgram Faster and More Effectively with This Rewritten Classic Restructured for quicker learning, using the C++ standard library Updated to teach the most current programming styles and program design techniques Filled with new learning aids that emphasize important points, warn about common pitfalls, suggest good programming practices, and provide general usage tips Complete with exercises that reinforce skills The effect of this call is to concatenate each element in vec onto a string that starts out as learned Authoritative and comprehensive in its coverageThe source code for the book's extended examples is available on the empty string Note that we explicitly create a string as the third parameter Passing a the Web at the address below

As an example, we could use accumulate to concatenate the elements of a vector of strings:

Again, as we mention in the preceding section, you need to provide a complete URL even if the code that you re executing is on the same server as ColdFusion MX.

PITCH Angle Convention (Z rotates about Y toward X)

character-string literal would be a compile-time error If we passed a string literal, the summation type would be const char* but the string addition operator (Section 323, p 86) for operands of type string and const char* yields a string not a const char*

Note Be aware that use of the CFSCHEDULE tag itself can be disabled in the ColdFusion Administrator so that it can t be used in any templates on the server. See 44 for more information.

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In addition to find, the library defines several other, more complicated searching algorithms Several of these are similar to the find operations of the string class (Section 964, p 343) One such is find_first_of This algorithm takes two pairs of iterators that denote two ranges of elements It looks in the first range for a match to any element from the second range and returns an iterator denoting the first element that matches If no match is found, it returns the end iterator of the first range Assuming that roster1 and roster2 are two lists of names, we could use find_first_of to count how many names are in both lists:

YAW Angle Convention (X rotates about Z toward Y)

Finally, you can update or delete (or run immediately) any scheduled task, either from the Administrator interface, as shown in Figure 32-1, or from the CFSCHEDULE tag. See 47 for more information.

// program for illustration purposes only: // there are much faster ways to solve this problem size_t cnt = 0; list<string>::iterator it = roster1begin(); // look in roster1 for any name also inroster2 while ((it = find_first_of(it, roster1end(), roster2begin(), roster2end())) != roster1end()) { ++cnt; // we got a match, incrementit to look in the rest of roster1 ++it; } cout << "Found " << cnt << " names on both rosters" << endl;

Table 45.5 ROLL, PITCH, and YAW conventions for a right-handed, body-axis, cartesian coordinate system relative to the origin Parameter ROLL Convention Positive (+) ROLL Action Observeda Clockwise angular rotation about the longitudinal X-axis (i.e., along the direction of forward travel) in which the Y-axis rotates toward the Z-axis Counterclockwise angular rotation about the X-axis (Z into Y) Clockwise angular rotation about the Y-axis in which the Z-axis rotates toward the X-axis Counterclockwise angular rotation about the Y-axis (X into Z) Clockwise angular rotation about the Z-axis in which the X-axis rotates toward the Y-axis Counterclockwise angular rotation about the Z-axis (Y into X)

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