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Crystal Reports Code-128 & GS1 - 128 Native Barcode Generator
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RS codes are used to add redundancy to transmission such that the receiver is able to reconstruct original data despite losses or congestion (up to a certain point) Nevertheless, as underlined in reference 9, retransmissions cannot be eliminated completely Rather, it is necessary to provide integration between encoding and retransmission of data and to ne-tune this integration for better ef ciency Retransmissions are managed hop-by-hop such that the point of retransmission is moved progressively forward toward the destination node Experimental results show that these two strategies together are very ef cient and result in good reliability Nevertheless, it has also been noted that both link-level retransmissions and erasure codes have poor performance in case of route failures When a route is no longer available, consecutive losses occur and retransmissions are of no use because the route toward the destination does not exist any more.
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Crystal Reports Code-128 & GS1 - 128 Native Barcode Generator
Generate barcodes in Crystal Reports without installing additional fonts or other
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template <class Type> void Queue<Type>::add( const Type &val ) { // allocate a new QueueItem object QueueItem<Type> *pt = new QueueItem<Type>( val ); if ( is_empty() ) front = back = pt; else { back->next = pt; back = pt; } }
The member function Queue<Type>::remove() returns the value of the item at the front of the queue The associated QueueItem object is deleted
#include <iostream> #include <cstdlib> template <class Type> Type Queue<Type>::remove()
file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (757 / 1065) [2001-3-29 11:32:12]
{ if ( is_empty() ) { cerr "remove() on empty queue\n"; exit( 1 ); } QueueItem<Type> *pt = front; front = front->next; Type retval = pt->item; delete pt; return retval; }
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Neither erasure codes are helpful in this case because receivers cannot receive the minimum amount of encoded messages that is needed to reconstruct the original messages A viable solution consists in nding an alternative route as soon as possible Kim et al [9] have also integrated route xing into the framework with encoding and retransmission of data and have used the Beacon Vector Routing (BVR) protocol [33] (a particular case of geographic routing for WSNs) at the routing layer to provide the special support needed Results show improvements in both reliability of transmissions and RTTs experienced by messages 432 Tornado Codes Tornado codes were introduced in 1997 to be fast, loss resilient codes, suitable to errorprone transmission channels A preliminary version of these codes was presented in.
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We decided to add the member function definitions to the header Queueh, and to include these definitions in every file where instantiations of the member functions are used (We look at why we decided to do this, and at the more general question of template compilation model, in Section 168) The following program illustrates how the member functions of the Queue class template might be used and instantiated:
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#include <iostream> #include "Queueh" int main() { // the class Queue<int> is instantiated // new expression requires that Queue<int> be defined Queue<int> *p_qi = new Queue<int>; int ival; for ( ival = 0; ival < 10; ++ival ) // the member function add() is instantiated p_qi->add( ival ); int err_cnt = 0; for ( ival = 0; ival < 10; ++ival ) { // the member function remove() is instantiated int qval = p_qi->remove(); if ( ival != qval ) err_cnt++; } if ( !err_cnt ) cout "!! queue executed ok\n"; else cerr " queue errors: " err_cnt endl; return 0; }
When compiled and executed, this program generates the following output:
file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (758 / 1065) [2001-3-29 11:32:12]
reference 26, and further improvements were later added in reference 27 The overall structure of Tornado codes is related to the low-density parity-check codes introduced by Gallagar [34] Tornado codes cannot overtake the information-recovery capacity of RS codes, which is already optimal, but focus on faster encoding and decoding times Namely, given the length of the output block of the encoder corresponding to an input block of length k (k < n), encoding and decoding times of Tornado codes are of order O(n ln(1/ )) for some > 0 (instead of O(n2 ) as in RS-codes) The price paid for much faster encoding and decoding times, with respect to RS codes, is that arrival of k packets is no longer suf cient for the receiver to reconstruct the source data Encoding Process.
Using the class template Screen defined in Section 162, reimplement the member functions of the class Screen implemented in 13, Sections 133, 134, and 136, as template member functions
There are three kinds of friend declarations that may appear within a class template: 1 A nontemplate friend class or friend function In the following example, the function foo(), the member function bar(), and the class foobar are friends to all instantiations of the class template QueueItem
class Foo { void bar(); }; template <class T> class QueueItem { friend class foobar; friend void foo(); friend void Foo::bar(); // };
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