The "forgiving" variety of this structure, described in 2008 by Hayes et al, is self-healing, and thus can be used to protect a peer-to-peer network from attack. Any two vertices of these data structures are linked by a unique path, and all nontrivial instance of them contain at least one node with degree one. Also known as acyclic connected graphs, (*) they are employed by parsers to represent syntax, and Prim's algorithm can find the minimum spanning variety of these. They are better known for their use in such self- balancing varieties as AVL and splay. For 10 points, identify these data structures used in heaps and to represent binary sea
The "forgiving" variety of this structure, described in 2008 by Hayes et al, is self-healing, and thus can be used to protect a peer-to-peer network from attack. Any two vertices of these data structures are linked by a unique path, and all nontrivial instance of them contain at least one node with degree one. Also known as acyclic connected graphs, (*) they are employed by parsers to represent syntax, and Prim's algorithm can find the minimum spanning variety of these. They are better known for their use in such self- balancing varieties as AVL and splay. For 10 points, identify these data structures used in heaps and to represent binary searches, whose unions are known as forests.
The "forgiving" variety of this structure, described in 2008 by Hayes et al, is self-healing, and thus can be used to protect a peer-to-peer network from attack.
{trees} [accept {minimum spanning tree} before "parsers"] (1) [ES]