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As with any other global scope definitions, a function template definition can be placed in a namespace (See Sections 85 and 86 for a discussion of namespaces) The meaning of such a template definition is the same as it is when the template is defined in global scope except that the name of the template is hidden within the namespace The template name must be qualified by the namespace name when the template is used outside its namespace, or else a using declaration must be provided For example:

14.4.2 Transmission Range in Nonhomogeneous Vehicle Traf c Most of the work presented in Section 14.4.1 assumes that nodes are distributed homogeneously according to uniform or Poisson distributions within the network space. Jost and Nagel s analysis and simulations [20] show that vehicles in free- ow conditions are distributed along the road according to uniform distribution while in congested traf c, the vehicle distribution in nonhomogeneous. It is also shown in Section 14.4.1 that the work of Santi and Blough [14] applies to an environment similar to free- ow vehicle traf c in a single-lane road. Based on these two principles and the assumption that vehicle mobility is described by the Nagle and Schreckenberg (NaSch) model [21], we have derived an estimate for the lower-bound of the MTR for VANETs in highways by considering the non-homogeneous distribution of vehicles along the highway in congested traf c [22]. A congested traf c system can be characterized as patches of traf c jams separated by jam-free regions [23], as shown in the top half of Figure 14.1. In such a network, the worst-case MTR value depends only on the traf c of the free- ow region since the MTR in the jam region always has a lower value. Suppose that all free- ow regions can be consolidated in one side of the road and all congested regions are consolidated in the other side, as illustrated in bottom half of Figure 14.1. The critical range within this free- ow section, rc,LF , has a lower-bound given by Eq. (14.1). Therefore, rc,LF ln(LF ) kF (14.2)

// ---- primerh ---namespace cplusplus_primer { // template definition hidden in a namespace template<class Type> Type min( Type* array, int size ) { /* */ } }

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (492 / 1065) [2001-3-29 11:32:08]

entity newton_raphson is port ( X: in std_logic_vector (N-1 downto 0); Q: out std_logic_vector (P downto 0) ); end newton_raphson; architecture behavioral of newton_raphson is constant LOG_P: natural:=log_base_2(P); constant LOG_F: natural:=log_base_2(F); type rmd is array (0 to LOG_P-1) of std_logic_vector (P downto 0); signal r: rmd; signal lut_val: std_logic_vector (F downto 0); begin lut: LUT_Newton_Raphson port map (x=>X, l=>lut_val); r(LOG_F-1)(P downto P-F)<=lut_val; gen_p: for i in LOG_F to LOG_P-1 generate cell: newton_raphson_step generic map(2**i) port map (r=>r(i-1)(P downto P-2**i), d=>X, r_n=>r(i)(P downto P-2**(i+1))); end generate; Q<=r(LOG_P-1)(P downto 0); end behavioral;

// ---- userC ---#include <primerh> int ai[4] = { 12, 8, 73, 45 }; int main() { int size = sizeof(ai) / sizeof(ai[0]); // error: the function min() is not found min( &ai[0], size ); using cplusplus_primer::min; // using declaration // ok: refers to min() in namespace cplusplus_primer min( &ai[0], size ); }

What happens if our program uses a template that is defined in a namespace and we want to provide a specialization for it (Template explicit specializations are introduced in Section 106) For example, we want to use the template min() defined in namespace cplusplus_primer to find the minimum value in an array of objects of type SmallInt However, we realize that the template definition provided in namespace cplusplus_primer does not quite work The comparison in the template definition looks like this:

where LF is the length of the free- ow section of the road and kF is the density of the traf c in the same section. In a highway such as the one shown in Figure 14.1, the ow of vehicles escaping the traf c jam, qF , is a free- ow traf c that is virtually independent of the vehicle density. The value of qF is determined by the average waiting time for the rst vehicle in the

if ( array[i] < min_val )

This statement compares two class objects of type SmallInt using the less-than (<) operator This operator cannot apply to two class objects unless an overloaded operator<() is defined for the class SmallInt (We will see how to define overloaded operators in 15) Let's assume that we want to define a specialization for the min() function template so that it uses a function named compareLess() to find the minimum value in an array of SmallInt class objects Here is a declaration of our compareLess() function:

// comparison function for SmallInt objects // returns true if parm1 is less than parm2 bool compareLess( const SmallInt &parm1, const SmallInt &parm2 );