Linear ADTs
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There are many variations on Linear ADTs, but they all a common organizational structure: each data element that has been added to a Linear ADT has a singular successor and a singular predecessor (either of which may be null). There may or may not be any logical ordering based on element values, but there is always a physical ordering of successors and predecessors. So we have: | There are many variations on Linear ADTs, but they all a common organizational structure: each data element that has been added to a Linear ADT has a singular successor and a singular predecessor (either of which may be null). There may or may not be any logical ordering based on element values, but there is always a physical ordering of successors and predecessors. So we have: | ||
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Size/Count<br/> | Size/Count<br/> | ||
Empty<br/> | Empty<br/> | ||
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Current revision as of 19:29, 11 May 2012
| Begin | ↑ Contents: CS2 | Stacks → |
There are many variations on Linear ADTs, but they all a common organizational structure: each data element that has been added to a Linear ADT has a singular successor and a singular predecessor (either of which may be null). There may or may not be any logical ordering based on element values, but there is always a physical ordering of successors and predecessors. So we have:
Data Organization
Linear relationship of data elements each with a single successor and a single predecessor (either of which may be null).
Common Behaviors
Add
Remove
Find/Get
Size/Count
Empty
Iterator
CS2: Data Structures
Theory of Computation - ADT Preliminaries
Linear ADTs - Tree ADTs - Graph ADTs - Unordered Collection ADTs
