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The job of lower layers (MAC and physical layers) is simply to send the packet to destination speci ed by the network layer Therefore, placing power control functionality at the MAC layer does not give routing protocols the opportunity of choosing optimal nexthop node This means that MAC approach to transmission power control problem only leads to local optimization of network performance, and hence it is desired to placed transmission power control functionality at the network layer (or higher) to obtain the global optimization Routing is one of the main functionalities in the network layer Transmit power determines the neighboring nodes that a node can communicate with, and thus it affects the next hop selection in the routing protocols The initial routing protocols proposed for MANET (eg.

A goto statement may not jump forward over a declaration statement that is not enclosed within a statement block The following, for example, results in a compile-time error:

int oops_in_error() { // mumble goto end; // error: goto over declaration statement int ix = 10; // code using ix end: ; }

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (215 / 1065) [2001-3-29 11:32:05]

The correct implementation places the declaration statement and any statements making use of that declaration within a statement block For example:

, AODV [29], DSR [30]) only deal with the problem of discovering available routes between source and destination; they didn t consider the energy consumption of nodes in the network Thus, they may consume too much energy, which is usually a precious resource for battery-driven nodes in the network This motivates the design of energy-aware routing protocols in wireless ad hoc networks So far, most proposed schemes use the minimum necessary transmit power for reliable communication at each hop, and they use this power level as the link metric in next hop selection Various link metric functions based on transmit power level are proposed to achieve different design goals of energy-ef cient routing protocols Neely et al [45] consider dynamic routing and power allocation for a wireless network with time-varying channels.

int ok_its_fixed() { // mumble goto end; { // ok: declaration statement within statement block int ix = 10; // code using ix } end: ; }

The reasoning is the same as for declaration statements within a case label of a switch statement: the need of the compiler to insert invocations of constructor/destructor pairs for class objects The statement block guarantees that both the constructor and the destructor are either executed or ignored and that the object is visible only where its initialization has been done A backward jump over an initialized object definition, however, is not illegal Why Jumping over the initialization of an object is a programming error; initializing an object multiple times, although inefficient, is still correct For example:

// backward jump over declaration statement ok void mumble( int max_size ) { begin: int sz = get_size(); if ( sz<= 0 ) { // issue warning goto end; } else if ( sz > max_size ) // get a new size value goto begin; { // ok: entire block jumped over int *ia = new int[ sz ]; doit( ia, sz ); // whatever that is delete [] ia; } end: ; }

The goto statement is the most deprecated feature of modern programming languages Use of the goto statement often renders a program's control flow difficult to understand or modify Most uses can be replaced with a conditional or loop statement If you do find yourself using a goto statement, we recommend that it not span a wide program sequence

xbin(1) step (m 1)

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (216 / 1065) [2001-3-29 11:32:05]

The time-varying channels are modeled as stochastic processes S(t) taking values on a nite-state space and ergodic with time average probabilities S for each state S Time is slotted with slots normalized to integral units At the beginning of each timeslot, nodes determine transmission rate on each link by allocating a power matrix P(t) subject to the power constraints Link rates are determined by a corresponding rate power curve (P(t), S(t)) The authors rst characterize the notion of network layer capacity region, and then they propose dynamic routing and power control (DRPC) algorithm to achieve the capacity region and offer delay guarantees with consideration of the full effects of queueing In the network, packets randomly enter into the system at each node and wait in output queues to be transmitted through the network to their destinations The DRPC algorithm is based.

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