Binary Decision Diagram. Binary decision diagrams bdds and their refinements are data structures for representing boolean functions that is functions that take booleans as inputs and produce a boolean as output. One application of bdds is in cad software and digital circuit analysis where they are an efficient way to represent and manipulate boolean functions.
We will first convert the graph into a boolean formula and then convert that formula into a binary decision diagram which in itself is a graph. Binary decision diagrams bdds and their refinements are data structures for representing boolean functions that is functions that take booleans as inputs and produce a boolean as output. In computer science a binary decision diagram or branching program is a data structure that is used to represent a boolean function.
Binary decision diagrams bdds have been a big deal in electronic design automation eda.
A binary decision diagram bdd is a way to visually represent a boolean function. On a more abstract level bdds can be considered as a compressed representation of sets or relations. We can use binary decision diagrams to reduce the space complexity. Binary decision diagrams bdds have been a big deal in electronic design automation eda.
