410 return (
fItem[i].fNofKeysInTree +=
n);
415 return (
fItem[i].fNofKeysInTree -=
n);
#define ClassDef(name, id)
const Bool_t kIterForward
Int_t DecNofKeys(Int_t i, Int_t n=1)
void InformParent()
Tell the parent that we are full.
void ShiftLeft(Int_t cnt)
Shift to the left.
TBtLeafNode * LastLeafNode()
Return the last leaf node.
void BalanceWithLeft(TBtInnerNode *l, Int_t idx)
THIS has more than LEFTSIB.
Int_t IncNofKeys(Int_t i, Int_t n=1)
void BalanceWithRight(TBtInnerNode *r, Int_t idx)
THIS has more than RIGHTSIB.
Int_t FindRankUp(const TBtNode *n) const
FindRankUp is FindRank in reverse.
void AppendFrom(TBtInnerNode *src, Int_t start, Int_t stop)
This should never create a full node that is, it is not used anywhere where THIS could possibly be ne...
void Append(TObject *obj, TBtNode *n)
Never called from anywhere where it might fill up THIS.
void Add(const TObject *obj, Int_t idx)
This is called only from TBtree::Add().
TBtItem & GetItem(Int_t i) const
void SetKey(Int_t i, TObject *obj)
Int_t GetNofKeys(Int_t i) const
void AddElt(TBtItem &itm, Int_t at)
Add one element.
Int_t IndexOf(const TBtNode *n) const
Returns a number in the range 0 to this->fLast 0 is returned if THAT == fTree[0].
void MergeWithRight(TBtInnerNode *r, Int_t idx)
Merge the 2 part of the tree.
TBtLeafNode * FirstLeafNode()
Return the first leaf node.
Int_t IsAlmostFull() const
void SetItem(Int_t i, TBtItem &itm)
void SetNofKeys(Int_t i, Int_t r)
TObject * operator[](Int_t i) const
return an element.
void SetTree(Int_t i, TBtNode *node)
Int_t FindRank(const TObject *obj) const
Recursively look for WHAT starting in the current node.
void Remove(Int_t idx)
Remove an element.
Int_t NofKeys() const
Number of key.
void PushLeft(Int_t cnt, TBtInnerNode *leftsib, Int_t parentIdx)
noFromThis==1 => moves the parent item into the leftsib, and the first item in this's array into the ...
void IncrNofKeys(TBtNode *np)
THAT is a child of THIS that has just grown by 1.
TObject * GetKey(Int_t i) const
void SetItem(Int_t i, TObject *obj, TBtNode *node)
void DecrNofKeys(TBtNode *np)
THAT is a child of THIS that has just shrunk by 1.
void Split()
This function is called only when THIS is the only descendent of the root node, and THIS needs to be ...
~TBtInnerNode()
Constructor.
void BalanceWith(TBtInnerNode *n, int idx)
PINDX is the index of the parent item whose key will change when keys are shifted from one InnerNode ...
void PushRight(Int_t cnt, TBtInnerNode *rightsib, Int_t parentIdx)
The operation is three steps:
TBtNode * GetTree(Int_t i) const
void SplitWith(TBtInnerNode *r, Int_t idx)
THIS and SIB are too full; create a NEWNODE, and balance the number of keys between the three of them...
TObject * Found(const TObject *obj, TBtNode **which, Int_t *where)
Recursively look for WHAT starting in the current node.
void RemoveItem(Int_t idx)
Remove an item.
Item stored in inner nodes of a TBtree.
~TBtItem()
Delete a tree item.
void BalanceWith(TBtLeafNode *n, Int_t idx)
PITEM is the parent item whose key will change when keys are shifted from one LeafNode to the other.
void BalanceWithRight(TBtLeafNode *r, Int_t idx)
THIS has more than RIGHTSIB; move some items from THIS to RIGHTSIB.
TObject * GetKey(Int_t idx)
Int_t IsAlmostFull() const
void RemoveItem(Int_t idx)
Int_t NofKeys() const
Return the number of keys.
void ShiftLeft(Int_t cnt)
Shift.
void PushRight(Int_t cnt, TBtLeafNode *r, Int_t parentIndex)
noFromThis==1 => moves the parent item into the rightsib, and the last item in this's array into the ...
void SplitWith(TBtLeafNode *r, Int_t idx)
Split.
void Add(const TObject *obj, Int_t idx)
Add the object OBJ to the leaf node, inserting it at location INDEX in the fItem array.
void BalanceWithLeft(TBtLeafNode *l, Int_t idx)
THIS has more than LEFTSIB; move some items from THIS to LEFTSIB.
TObject * operator[](Int_t i) const
void PushLeft(Int_t cnt, TBtLeafNode *l, Int_t parentIndex)
noFromThis==1 => moves the parent item into the leftsib, and the first item in this's array into the ...
Int_t FindRank(const TObject *obj) const
WHAT was not in any inner node; it is either here, or it's not in the tree.
TBtLeafNode * LastLeafNode()
return the last node.
void MergeWithRight(TBtLeafNode *r, Int_t idx)
Merge.
~TBtLeafNode()
Destructor.
TObject * Found(const TObject *obj, TBtNode **which, Int_t *where)
WHAT was not in any inner node; it is either here, or it's not in the tree.
TBtLeafNode * FirstLeafNode()
Return the first node.
void Remove(Int_t idx)
Remove an element.
void Split()
This function is called only when THIS is the only descendent of the root node, and THIS needs to be ...
void Append(TObject *obj)
Never called from anywhere where it might fill up THIS does NOT handle nofKeys.
void SetKey(Int_t idx, TObject *obj)
Int_t IndexOf(const TObject *obj) const
Returns a number in the range 0 to MaxIndex().
void AppendFrom(TBtLeafNode *src, Int_t start, Int_t stop)
A convenience function, does not worry about the element in the parent, simply moves elements from SR...
Abstract base class (ABC) of a TBtree node.
virtual TObject * operator[](Int_t i) const =0
virtual void Add(const TObject *obj, Int_t index)=0
virtual TBtLeafNode * LastLeafNode()=0
virtual Int_t FindRank(const TObject *obj) const =0
virtual ~TBtNode()
Delete a B-tree node.
virtual Int_t NofKeys() const =0
friend class TBtInnerNode
virtual TBtree * GetParentTree() const
virtual void Remove(Int_t index)=0
virtual TBtLeafNode * FirstLeafNode()=0
virtual TObject * Found(const TObject *obj, TBtNode **which, Int_t *where)=0
std::bidirectional_iterator_tag iterator_category
void Reset()
Reset the B-tree iterator.
Bool_t operator!=(const TIterator &aIter) const
This operator compares two TIterator objects.
TObject * operator*() const
Return current object or nullptr.
TObject * Next()
Get next object from B-tree. Returns 0 when no more objects in tree.
const TCollection * GetCollection() const
std::ptrdiff_t difference_type
TIterator & operator=(const TIterator &rhs)
Overridden assignment operator.
void Add(TObject *obj)
Add object to B-tree.
Int_t IdxAdd(const TObject &obj)
Add object and return its index in the tree.
Int_t Rank(const TObject *obj) const
Returns the rank of the object in the tree.
void AddBefore(const TObject *, TObject *obj)
void Delete(Option_t *option="")
Remove all objects from B-tree AND delete all heap based objects.
virtual ~TBtree()
Delete B-tree.
void Init(Int_t i)
Initialize a B-tree.
TObject * Before(const TObject *obj) const
May not use this method since B-tree decides order.
void Clear(Option_t *option="")
Remove all objects from B-tree.
TIterator * MakeIterator(Bool_t dir=kIterForward) const
Returns a B-tree iterator.
void AddFirst(TObject *obj)
void RootIsFull()
The root of the tree is full.
TObject * Remove(TObject *obj)
Remove an object from the tree.
void AddAt(TObject *obj, Int_t)
TObject * After(const TObject *obj) const
Cannot use this method since B-tree decides order.
void AddLast(TObject *obj)
void AddAfter(const TObject *, TObject *obj)
TObject * At(Int_t idx) const
TObject ** GetObjectRef(const TObject *) const
TObject * FindObject(const char *name) const
Find object using its name (see object's GetName()).
void RootIsEmpty()
If root is empty clean up its space.
TObject * operator[](Int_t i) const
Collection abstract base class.
Iterator abstract base class.
Mother of all ROOT objects.
Sequenceable collection abstract base class.