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The very characteristics of wireless communications make legacy solutions for data distribution designed for the wired Internet not effective in ad hoc environments, even in static scenarios Systems designed for ad hoc networks cannot assume that bandwidth is for free, as most legacy systems do In addition, they have to ef ciently cope with sudden changes of the wireless links characteristics Dynamic topology recon gurations, due either to user mobility or to energy management techniques that temporarily switch off some nodes, add further dimensions to the problem These constraints are peculiar to wireless multihop ad hoc networks, and legacy systems are typically not able to cope with them Data distribution systems, either targeted to p2p and content distribution paradigms or designed for sensor network applications, are.

entity polynomial_inverter is port ( a: in polynomial; result: out polynomial; start, clk, reset: in std_logic; done: out std_logic ); end polynomial_inverter; architecture circuit of polynomial_inverter is component degree . . . end component; component selector . . . end component; component shifter . . . end component; component coef cient_inverter . . . end component; component subtractor . . . end component; component coef cient_multiplier . . . end component; signal u, next_u, v, next_v, c, next_c, e, next_e, k_by_v, k_by_v_shifted, r, k_by_e, k_by_e_shifted, cc, r_a: polynomial; signal m, next_m, t, next_t, j, deg_v: index; signal uu_m, next_u_m, u_m, v_t, v_t_inverted, k, k_v: coef cient; signal load, sign, t_equal_zero: std_logic; signal mux_control: std_logic_vector (1 downto 0); subtype state_type is natural range 0 to 8;

1 mf(double) is a viable member function because it has only one parameter and because a standard conversion exists that can convert the argument iobj of type int to the parameter type double 2 mf(char, char) is a viable member function because a default argument is provided for the function's second parameter and a standard conversion exists that can convert the argument iobj of type int to the type of the first parameter char When the best viable member function is selected, the type convers ions on each argument are ranked The best viable member function is the viable member function for which the conversions applied to the arguments are no worse than the conversions

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (727 / 1065) [2001-3-29 11:32:12]

necessary to call any other viable member function, and the conversions on some arguments are better than the conversions necessary for the same arguments when calling any other viable function In the previous example, the conversion applied to the argument to match the parameters of either viable member function is a standard conversion The function call is then ambiguous because both member functions are equally good for the argument specified on the function call Independent of the form of the function call, both static and nonstatic member functions may be included in the set of viable functions For example:

class myClass { public: static void mf( int ); char mf( char ); }; int main() { char cobj; myClass::mf( cobj ); // which member function }

thus today an exciting research area for multihop ad hoc networking environments Encoding techniques are an important building block to address many issues that arise in these systems The main idea of encoding techniques applied to networking protocols is not to send plain data, but to combine (encode) blocks of data together in such a way that coded blocks can be interchangeable at receivers In the simplest example, a source node willing to send k packets actually encodes the k packets into n encoded packets, with n k Encoding is performed so that a receiving node does not have to receive exactly the k original packets Instead, any set of k packets out of the n encoded packets generated at the source is suf cient to decode the k original packets Different receivers might get different sets of encoded packets and still be able to decode the same original information.