We present an efficient cache-oblivious implementation of the shortest-path algorithm for planar graphs by Klein et al., and prove that it incurs no more ...

The single-source shortest-path (SSSP) problem is a fundamental combinatorial optimization problem with numerous applications. Let G = (V,E) be a directed.

We present an efficient cache-oblivious implementation of the shortest-path algorithm for planar graphs by Klein et al., and prove that it incurs no more ...

This work presents an efficient cache-oblivious implementation of the shortest-path algorithm for planar graphs by Klein et al., and proves that it incurs ...

We present an efficient cache-oblivious implementation of the shortest-path algorithm for planar graphs by Klein et al., and prove that it incurs no more ...

In this thesis, we study the first efficient cache-oblivious algorithms for the single- source shortest-path problem in planar graphs with non-negative edge ...

The algorithm is the first cache-oblivious shortest-path algorithm incurring less than one memory transfer per vertex if the graph is sparse and the cache ...

We present an efficient cache-oblivious implementation of the shortest-path algorithm for planar graphs by Klein et al., and prove that it incurs no more ...

The single-source shortest path (SSSP) and the all-pairs shortest path (APSP) problems are among the most important combinatorial optimization problems with.

Our shortest-path algorithm relies on a new data structure, called bucket heap, which is the first cache-oblivious priority queue to efficiently support a weak ...