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Deaps in Data Structure
Deap is defined as a data structure which has no element or key value at the root node. It is formed by implementing the following rules −
- There is no element at root node that indicates root node is empty.
- Left subtree of the deap shall indicate min heap.
- Right subtree of deap shall indicate max heap.
Thus, correctness to the following statement can be provided mathematically by a deap structure −
If the left sub tree and right sub tree of certain nodes are non-empty, and their corresponding nodes can be represented by ‘a’ and ‘b’ respectively, then −
a.KeyValue <= b.KeyValue
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