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Very narrow quantum OBDDs and width hierarchies for classical OBDDs present new hierarchies on widths of deterministic and nondeterministic OBDDs.
Width hierarchy for k-OBDD of small width-OBDD. There are proven width based hierarchy of classes of boolean functions which computed by k-OBDD. The proof
Very narrow quantum OBDDs and width hierarchies for classical OBDDs present new hierarchies on widths of deterministic and nondeterministic OBDDs.
Width hierarchy for k-OBDD of small width-OBDD. There are proven width based hierarchy of classes of boolean functions which computed by k-OBDD. The proof
Very narrow quantum OBDDs and width hierarchies for classical OBDDs also present new hierarchies on widths of deterministic and nondeterministic OBDDs. We focus both
Reordering method and hierarchies for quantum and classical ordered binary decision diagrams linear. Using this result we prove the width hierarchy for complexity classes of Boolean functions
On the hierarchies for deterministic, nondeterministic and probabilistic ordered read-k-times branching programs. We present similar hierarchies for superpolynomial and subexponential width nondeterministic k
Very narrow quantum OBDDs and width hierarchies for classical OBDDs also present new hierarchies on widths of deterministic and nondeterministic OBDDs. We focus both
On the hierarchies for deterministic, nondeterministic and probabilistic ordered read-k-times branching programs. We present similar hierarchies for superpolynomial and subexponential width nondeterministic k
Extension of the hierarchy for k-OBDDs of small width method allows us to extend the hierarchy proved by Bolling-Sauerhoff-Sieling-Wegener in 1996 for k
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