Repository for the factor project
Factor uses multiple threads with linked list to gather factors. These are then sorted into a binary tree for printing. Factor may be compiled by using cmake and make in the build directory. Executing "factorc" with the number to be factored as the command line argument will return the factors of that number in a list. Additionally, the cpu time and wall time will be printed out pertaining to just the factoring portion of code.
Task that would make the code easier to maintain
The ADT functional requirements (shall statments):
- There shall be two ADTs, one for the ll and the other for the bst
- There are two ideas to implement these ADTs
- Firstly, the nodes and data structure are separate
- Tentatively there should be a ll class, a bst class, and a data strucuter class, each instance or object of these classes should be a node or link in the data structer or the data strucuter itself
- There is a set (object) that represents the data structure itself. There are two calls to "new", one for a data structer object and multiple calls for a node object. There is a call to "add" which adds the node object to the data strucuter object
- Operations must defined for the set such that one can add nodes, remove nodes, retrive nodes, cycle through all nodes (print all nodes)
- The finer details remain to be layout such as how is a node represented? How is a data strucuter object represented? How are the ll, bst, and data strucuter objects seperated from one another? How are node objects added to the data strucuter set? How are operations such as cycle implemented?
- Secondly, the data structure is internal to the nodes themself
- This idea allows for the nodes to be created and automatically added the respective data strucuter
- The data structures are located inside the TU or dot c file that implements the node. Thus, the ll class has a file for the class specific operations that house a local data structuer for the ll. The same is true for the bst data strucuter
- Operations must defined for the set such that one can add nodes, remove nodes, retrive nodes, cycle through all nodes (print all nodes)
- The finer details remain to be layout such as how is a node represented? How are the ll and bst objects seperated from one another? How are node objects added to the data strucuter set? How are operations such as cycle implemented?
- Note that a set is not necessarily a data structure as it too is an object that can represent anything. A set is just an object that holds, contains references to, or points to objects that are members of that set. In some cases a set has no reference to its objects as the objects themself contain references to the set that contains them. However, it may be convenient to represent the data structure as a set as it contains objects like a set does. But this is not strict as the definition of a set is more abstract. The choice to make the data structure a set has not been decided yet