sql reporting services qr code E.24 Testing the lower_bound() Algorithm in Software

Encoder EAN-13 Supplement 5 in Software E.24 Testing the lower_bound() Algorithm

EXAMPLE E.24 Testing the lower_bound() Algorithm
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int main() { int a[] = {11,22,22,33,44,44,44,55,66}; int* p = lower_bound(a,a+9,44); cout << "*p=" << *p << '\n'; cout << "p-a=" << p-a << '\n'; } *p=44 p-a=4
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APP. E]
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STANDARD C++ GENERIC ALGORITHMS
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make_heap(p,q); // rearranges the elements of [p,q[ into a heap; // postcondition: [p,q[ is a heap;
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EXAMPLE E.25 Testing the make_heap() Algorithm
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int main() { int a[] = {44,88,33,77,11,99,66,22,55}; print(a,9); make_heap(a,a+9); print(a,9); } n=9: {44,88,33,77,11,99,66,22,55} n=9: {99,88,66,77,11,33,44,22,55} 77 max(x,y); // returns the maximum of x and y; 22 55
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EXAMPLE E.26 Testing the max() Algorithm
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int main() { cout << "max(48,84)=" << max(48,84) << '\n'; } max(48,84)=84
max_element(p,q); // returns the position of the maximum element in the segment [pp,qq[; // invariant: [p,q[ is left unchanged;
EXAMPLE E.27 Testing the max_element() Algorithm
int main() { int a[] = {77,22,99,55,11,88,44,33,66}; const int* p = max_element(a,a+9); cout << "*p=" << *p << '\n'; cout << "p-a=" << p-a << '\n'; } *p=99 p-a=2
merge(p,q,pp,qq,ppp); // merges the segments [p,q[ and [pp,qq[ into [ppp,ppp+n[, // where n = q - p + qq - pp; // precondition: [p,q[ and [pp,qq[ must be sorted; // postcondition: the segment [ppp,ppp+n[ is sorted; // invariant: [p,q[ and [pp,qq[ are left unchanged;
STANDARD C++ GENERIC ALGORITHMS
[APP. E
EXAMPLE E.28 Testing the merge() Algorithm
int main() { int a[] = {22,55,66,88}; int b[] = {11,33,44,77,99}; int c[9]; merge(a,a+4,b,b+5,c); print(c,9); } n=9: {11,22,33,44,55,66,77,88,99}
min(x,y); // returns the minimum of x and y;
EXAMPLE E.29 Testing the min() Algorithm
int main() { cout << "min(48,84)=" << min(48,84) << '\n'; } min(48,84)=48
min_element(p,q); // returns the position of the minimum element in the segment [p,q[; // invariant: [p,q[ is left unchanged;
EXAMPLE E.30 Testing the min_element() Algorithm
int main() { int a[] = {77,22,99,55,11,88,44,33,66}; const int* p = min_element(a,a+9); cout << "*p=" << *p << '\n'; cout << "p-a=" << p-a << '\n'; } *p=11 p-a=4
mismatch(p,q,pp); // returns a pair of iterators giving the positions in [p,q[ and // in [pp,qq[ where the first mismatch of elements occurs; // if the two segments match entirely, then their ends are returned; // invariant: [p,q[ and [pp,qq[ are left unchanged;
EXAMPLE E.31 Testing the mismatch() Algorithm
int main() { char* s1="Aphrodite, Apollo, Ares, Artemis, Athena"; char* s2="Aphrodite, Apallo, Ares, Artimis, Athens"; int n=strlen(s1); cout << "n=" << n << '\n';
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APP. E]
STANDARD C++ GENERIC ALGORITHMS
pair<char*,char*> x = mismatch(s1,s1+n,s2); char* p1 = x.first; char* p2 = x.second; cout << "*p1=" << *p1 << ", *p2=" << *p2 << '\n'; cout << "p1-s1=" << p1-s1 << '\n'; } n=40 *p1=o, *p2=a p1-s1=13
next_permutation(p,q); // permutes the elements of [p,q[; n! calls will cycle through all n! // permutations of the n elements, where n = q-p;
EXAMPLE E.32 Testing the next_permutation() Algorithm
int main() { char* s="ABCD"; for (int i=0; i<24; i++) { next_permutation(s,s+4); cout << (i%8 '\t':'\n') << s; } } ABDC ACBD ACDB ADBC ADCB BACD BADC BCAD BCDA BDAC BDCA CABD CADB CBAD CBDA CDAB CDBA DABC DACB DBAC DBCA DCAB DCBA ABCD The next_permutation() algorithm is the inverse of the prev_permutation() algorithm (Example E.39 on page 383).
nth_element(p,r,q); // rearranges the elements of [p,q[ so that *r partitions it into the two // subsegments [p,r1[ and [r1+2,q], where r1 is the new location of *r, // all the elements of [p,r1] are <= to *r, and all the elements of // [r1+2,q] are >= to *r; *r is called the pivot element;
EXAMPLE E.33 Testing the nth_element() Algorithm
int main() { int a[] = {77,22,99,55,44,88,11,33,66}; print(a,9); nth_element(a,a+3,a+9); print(a,9); } n=9: {77,22,99,55,44,88,11,33,66} n=9: {11,22,33,44,55,88,66,99,77}
partial_sort(p,r,q); // sorts the first r-p elements of [p,q[, placing them in [p,r[ and // shifting the remaining q-r elements down to [r,q[;
STANDARD C++ GENERIC ALGORITHMS
[APP. E
EXAMPLE E.34 Testing the partial_sort() Algorithm
int main() { int a[] = {77,22,99,55,44,88,11,33,66}; print(a,9); partial_sort(a,a+3,a+9); print(a,9); } n=9: {77,22,99,55,44,88,11,33,66} n=9: {11,22,33,99,77,88,55,44,66}
partial_sort_copy(p,q,pp,qq); // copies the qq-pp smallest elements of [p,q[ into [pp,qq[ in sorted // order; then copies the remaining n elements into [qq,qq+n[, // where n = q-p+pp-qq; // invariant: [p,q[ is left unchanged;
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