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To delete all the elements in a container or a subset marked by a pair of iterators, we can do the following:

// delete all the elements within the container slisterase( slistbegin(), slistend() ); // delete the range of elements marked by iterators list< string >::iterator first, last; first = find( slistbegin(), slistend(), val1 ); last = find( slistbegin(), slistend(), val2 ); // check validity of first and last slisterase( first, last );

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Finally, complementing the push_back() method that inserts an element at the end of a container, the pop_back() method deletes the last element of a container it does not return the element, however; it simply removes it For example:

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The energy wasted in idle mode is mainly due to the overhearing in wireless channel If the radio is powered on in idle mode, the ongoing transmissions in the neighborhood would be overheard by this node, which frequently happens in ad hoc networks In this case, energy consumed for packets is not directed to them, thereby causing a waste of energy A large amount of energy can be consumed unnecessarily is this case For example, If a transmitter i has n neighbors, then the total energy consumed for an m-packet transmission is m (Et + n Er ), where Et is the energy required for transmitting one packet, and Er is the energy required for receiving one packet, and an amount of m (n 1) Er energy is wasted in this case.

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (259 / 1065) [2001-3-29 11:32:05]

vector< string >::iterator iter = bufferbegin(); for ( ; iter != bufferend(); iter++ ) { slistpush_back( *iter ); if ( ! do_something( slist )) slistpop_back(); }

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The size of the look-up tables is bounded by s.log2 m bits (m is the greatest modulus). Given the range M, a set of pairwise prime moduli {mi} may be selected as minimal according to some particular criterion ([GAR1959], [SZA1967]). So if a strategy is de ned to select the set of moduli from a given range M, the cost and time complexity can actually be computed as a function of M only. If a parameterized circuit can be synthesized to achieve mod mi multiplication, a low-cost iterative sequential circuit can be designed (Figure 14.10). The cost C(M, s) and computation time T(M, s) of the circuit presented in Figure 14.10 are roughly C(M, s) 2:CLUT (m) Cmult (m) Cmult (M) C2-operandadder (M) Cacc (M), T(M, s) s:(TLUT (m) Tmult (m) Tmult (M) T2-operandadder (M)), where m stands for the greatest modulus of the set {mj}. It is assumed that TLUT (m j ) TLUT (m); Tmult (m j ) Tmult (m); CLUT (m j ) CLUT (m), Cmult (m j ) Cmult (m), 8j, 8j: (14:21) (14:20)

Assignment and Swap What happens when we assign one container to another The assignment operator copies the elements of the right-hand container object into the left-hand container in turn using the assignment operator of the element type of the container What if the two containers are of unequal size For example:

// slist1 contains 10 elements // slist2 contains 24 elements // after assignment, both hold 24 elements slist1 = slist2;

Based on this observation, a new kind of energy conservation mechanism is proposed in which some nodes are allowed to stay in the sleep state whenever they are not scheduled to transmit or receive Obviously, this approach can reduce energy consumption, thereby prolonging the battery life of nodes in the ad hoc network There schemes can be classi ed into three categories: scheduled, on-demand, and asynchronous power managements In a scheduled scheme [24, 25], nodes switch to the low-power sleeping state periodically Because all the participating nodes have to synchronize their clocks, this mechanism is most appropriate for single-hop networks, but is not well-suited in multihop ad hoc networks In on-demand schemes [27], nodes in the sleeping state are wakened by requests from neighboring nodes Therefore, the power management is very simple.

The target of the assignment, slist1 in our example, now holds the same number of elements as the container from which the elements are copied (slist2 in our example) The previous ten elements contained within slist1 are erased (In the case of slist1, the string destructor is applied to each of the ten string elements) swap() can be thought of as the complement to the assignment operator When we write

slist1swap( slist2 );

slist1 now contains 24 string elements that were copied using the string assignment operator the same as if we had written

slist1 = slist2;

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