A zero-suppressed decision diagram (ZSDD or ZDD) is a particular kind of binary decision diagram (BDD) with fixed variable ordering. This data structure provides a canonically compact representation …

What is a Zero-Suppressed Decision Diagram (ZDD)? A Zero-Suppressed Decision Diagram (ZDD) is a specialized data structure used primarily in the fields of computer science, particularly in the areas of …

With a ZDD, we only have to visit each node, which is often much smaller. As with data structures built from trees, we can convert recursive algorithms to iterative bottom-up algorithms. For conciseness …

A zero-suppressed decision diagram (ZDD) is a data structure to represent objects that typically contain many zeros. Applications include combinatorial problems, such as graphs, circuits, faults, and data …

In a ZDD for the same function, all paths from the root to constant 1 also represent a disjoint cover of the function. (This cover is the same if the variable ordering is the same in both diagrams.) A variable is …

A zero-suppressed decision diagram (ZSDD or ZDD) is a type of binary decision diagram (BDD) where instead of nodes being introduced when the positive and the negative part are different, they are …

Abstract Zero-suppressed binary decision diagram (ZDD) is a data structure to represent a family of (sub)sets compactly, and it can be used as a succinct index for a family of sets. To build ZDD …

The goal of zddr is to enable definition, manipulation, and solving of fault tree problems using an implementation of zero-suppressed binary decision diagram algorithms in R.

A zero-suppressed decision diagram (ZDD) is a data structure to represent objects that typically contain many zeros. Applications include combinatorial problems

A ZDD is a really clever data structure that represents a family of sets. ZDD stands for zero-suppressed binary decision diagram but this is unimportant. Combinatorial problems such as the above can be …