#include <xmath.h>

Collaboration diagram for TComb:

Public Member Functions
	TComb ()
	TComb (const int &_Items, const int &_Order)
	~TComb ()
	TComb (TSIn &)
void	Save (TSOut &)
TComb &	operator= (const TComb &)
bool	GetNext ()
TIntV &	GetItemV ()
int	GetCombN () const
int	GetCombs () const
void	Wr ()
Static Public Member Functions
static PComb	New (const int &Items, const int &Order)
static PComb	Load (TSIn &SIn)
Public Attributes
int	Items
int	Order
int	CombN
TIntV	ItemV
Private Attributes
TCRef	CRef
Friends
class	TPt< TComb >

Detailed Description

Definition at line 314 of file xmath.h.

Constructor & Destructor Documentation

TComb::TComb ( ) [inline]

Definition at line 321 of file xmath.h.

: Items(-1), Order(-1), CombN(-1), ItemV(){}

TComb::TComb	(	const int &	_Items,
		const int &	_Order
	)		`[inline]`

Definition at line 322 of file xmath.h.

References IAssert.

                                             :
    Items(_Items), Order(_Order), CombN(0), ItemV(){
    IAssert((Order>0)&&(Order<=Items));}

TComb::~TComb ( ) [inline]

Definition at line 327 of file xmath.h.

{}

TComb::TComb ( TSIn & ) [inline]

Definition at line 328 of file xmath.h.

References Fail.

{Fail;}

Member Function Documentation

int TComb::GetCombN ( ) const [inline]

Definition at line 336 of file xmath.h.

Referenced by Wr().

{return CombN;}

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int TComb::GetCombs ( ) const

Definition at line 748 of file xmath.cpp.

References Items, and Order.

                          {
  int LCombs=1; int HCombs=1;
  for (int OrderN=0; OrderN<Order; OrderN++){
    LCombs*=OrderN+1; HCombs*=Items-OrderN;}
  int Combs=HCombs/LCombs;
  return Combs;
}

TIntV& TComb::GetItemV ( ) [inline]

Definition at line 335 of file xmath.h.

{return ItemV;}

bool TComb::GetNext ( )

Definition at line 724 of file xmath.cpp.

References CombN, TVec< TVal, TSizeTy >::Gen(), Items, ItemV, TVec< TVal, TSizeTy >::Last(), TVec< TVal, TSizeTy >::Len(), and Order.

                   {
  if (ItemV.Len()==0){
    ItemV.Gen(Order, Order);
    for (int OrderN=0; OrderN<Order; OrderN++){
      ItemV[OrderN]=OrderN;}
    return true;
  } else {
    if (ItemV.Last()==Items-1){
      int OrderN=Order-1;
      while ((OrderN>=0)&&(ItemV[OrderN]==Items-(Order-OrderN-1)-1)){OrderN--;}
      if (OrderN<0){
        return false;
      } else {
        ItemV[OrderN]++;
        for (int SubOrderN=OrderN+1; SubOrderN<Order; SubOrderN++){
          ItemV[SubOrderN]=ItemV[SubOrderN-1]+1;}
        CombN++; return true;
      }
    } else {
      ItemV.Last()++; CombN++; return true;
    }
  }
}

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static PComb TComb::Load ( TSIn & SIn ) [inline, static]

Definition at line 329 of file xmath.h.

{return new TComb(SIn);}

static PComb TComb::New	(	const int &	Items,
		const int &	Order
	)		`[inline, static]`

Definition at line 325 of file xmath.h.

                                                      {
    return PComb(new TComb(Items, Order));}

TComb& TComb::operator= ( const TComb & ) [inline]

Definition at line 332 of file xmath.h.

References Fail.

{Fail; return *this;}

void TComb::Save ( TSOut & ) [inline]

Definition at line 330 of file xmath.h.

References Fail.

{Fail;}

void TComb::Wr ( )

Definition at line 756 of file xmath.cpp.

References GetCombN(), ItemV, and Order.

              {
  printf("%d:[", GetCombN());
  for (int OrderN=0; OrderN<Order; OrderN++){
    if (OrderN>0){printf(" ");}
    printf("%d", ItemV[OrderN]());
  }
  printf("]\n");
}

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