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Could someone please summarize the following for my programming class? They are study questions for java...

Could someone please summarize the following for my programming class? They are study questions for java

What an association list is.

How to test if an association list is empty.

How to find the value associated with a key in an association list.

How to add a key-value pair to an association list.

How to delete a key-value pair from an association list.

How efficient an association list is (using O notation).

What a circular list is.

What a circular doubly-linked list (with a head node) is.

How to add a node to a circular doubly-linked list.

How to delete a node from a circular doubly-linked list.

How to test if a circular doubly-linked list is empty.

How to traverse a circular doubly-linked list.

What a tree is.

What these words mean in connection with trees: degree, child (left and right), edge, external (leaf) node, internal node, link, node, path, parent, subtree (left and right), vertex.

What a binary search tree (BST) is.

What the BST property is.

How to implement a BST using linked nodes.

How to implement a BST using a head node.

How to find the value associated with a key in a BST.

How to add a key-value pair to a BST.

How to delete a key-value pair from a BST.

How to find the height of a BST (see Moodle).

How to find the number of nodes in a BST (see Moodle).

How to find the minimum and maximum keys in a BST.

How to traverse a BST: inorder, postorder, and preorder.

How to represent an expression as a binary tree.

What Polish notation is.

How to convert an expression to Polish notation by tree traversal.

How efficient a BST is (using O notation).

What a hash table is.

What a hash function is, and how to write one.

What perfect hash functions are.

What minimal hash functions are.

What a collision is.

How to handle collisions by chaining.

How efficient a hash table is (using O notation).

What a comparison-based sort algorithm is.

How insertion sort works (but not in detail).

How quicksort works (but not in detail).

Why a comparison-based sort requires Ω(n log n) comparisons for n elements.

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