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entity alignment is port ( sign1, sign2, operation: in std_logic; e1, e2: in integer; s1, s2: in digit_vector(0 downto -p); dif: inout natural; sign, new_sign2: out std_logic; e: out natural; aligned_s1, aligned_s2: out digit_vector(0 downto -(p+3)) ); end alignment; architecture behavior of alignment is signal actual_sign2: std_logic; signal s, new_s2: digit_vector(0 downto -p); signal shift_length: natural; signal sticky: digit; begin actual_sign2<=operation xor sign2; swap: process(sign1, actual_sign2, e1, e2, s1, s2, s) begin if e1<e2 then dif<=e2-e1; e<=e2; sign<=actual_sign2; new_sign2<=sign1; s<=s2; new_s2<=s1; else dif<=e1 - e2; e<=e1; sign<=sign1; new_sign2<=actual_sign2; s<=s1; new_s2<=s2; end if; aligned_s1(-(p+1))<=0; aligned_s1(-(p+2))<=0; aligned_s1(-(p+3))<=0; for i in 0 downto -p loop aligned_s1(i)<=s(i); end loop;

The core selection process at each node begins after the node has started for a certain waiting period, usually long enough to allow the node to have heard Hello packets from all of its neighbors This process decides whether a node should still be serving as a core, or become a child of an existing core by checking for its own.

In the try_array() function of section 1613 used to exercise our earlier implementation of the Array class template, there is the following two-statement sequence:

int index = iAfind( find_val ); Type value = iA[ index ];

find() returns the index of the first occurrence of find_val, or -1 if the value does not occur within the array This code is incorrect because it does not test for a possible return value of - 1 Since -1 falls outside the array boundary, each initialization of value is potentially invalid; each execution of our program is potentially in error Let's define a range-checking Array subtype We'll call it Array_RC and define it in a header file named Array_RCh:

#ifndef ARRAY_RC_H #define ARRAY_RC_H #include "Arrayh" template <class Type> class Array_RC : public virtual Array<Type> { public: Array_RC( int sz = ArraySize ) : Array<Type>( sz ) {} Array_RC( const Array_RC&r ); Array_RC( const Type *ar, int sz ); Type&operator[]( int ix ); }; #endif

2 Our goal is not to have absolute accurate prediction, which may require more complicated computation

Within the definition of the derived class, each reference to the template base class type specifier must be fully qualified with its formal parameter list One writes

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (912 / 1065) [2001-3-29 11:32:14]

Array_RC( int sz = ArraySize ) : Array<Type>( sz ) {}

// error: Array is not a type specifier Array_RC( int sz = ArraySize ) : Array( sz ) {}

and additional information to be collected. Instead, we would like to have a simple indicator that can differentiate node and path stability in a relative sense.

The only specialized behavior of the Array_RC class is the range-checking performed by its subscript operator Otherwise, the Array class template implementation can be reused as is However, because constructors are not inherited, recall, the Array_RC class defines a set of three constructors The virtual derivation of Array_RC with Array anticipates the subsequent multiple derivation that we will look at later Here is the full Array_RC member function implementation placed in a file named Array_RCC (the Array function definitions are placed in an ArrayC header file because we use the inclusion model of template instantiation [see Section 1681 for a discussion]):

end process swap; barrel_shifter: process(dif, shift_length, new_s2, sticky) variable a: digit_vector(0 downto -(2*p+3)); variable acc_or: digit; begin for i in -(p+1) downto -(2*p+3) loop a(i):=0; end loop; for i in 0 downto -p loop a(i):=new_s2(i); end loop; if dif<p+3 then shift_length<=dif; else shift_length<=p+3; end if; if shift_length>0 then for j in 1 to shift_length loop for i in -(2*p+3) to -1 loop a(i):=a(i+1); end loop; a(0):=0; end loop; end if; acc_or:=0; for i in -(p+3) downto -(2*p+2) loop if (a(i)>0) or (acc_or>0) then acc_or:=1; end if; end loop; sticky<=acc_or; aligned_s2<=a(0 downto -(p+2))&sticky; end process barrel_shifter; end behavior;

#include "Array_RCh" #include "ArrayC" #include <asserth> template <class Type> Array_RC<Type>::Array_RC( const Array_RC<Type> &r ) : Array<Type>( r ) {} template <class Type> Array_RC<Type>::Array_RC( const Type *ar, int sz ) : Array<Type>( ar, sz ) {} template <class Type> Type &Array_RC<Type>::operator[]( int ix ) { assert( ix >= 0 &&ix < Array<Type>::_size ); return ia[ ix ]; }

Why do we qualify the referenced members of the Array base class, such as the following qualification of _size

Array<Type>::_size;