AbstractIt is proved that for infinitely many n there is a directed acyclic graph with vertex indegrees bounded by 2 that has a strategy of the black-white pebble game using n pebbles and for which any strategy of the black pebble game requires Ω(n log n/log log n) pebbles. This shows that there is a family of straight-line programs for which nondeterminism reduces the space required to evaluate the programs by more than any constant factor
Graph pebbling is a mathematical game in which pebbles are placed on the vertices of a graph. The ga...
Graph pebbling is a game played on a connected graph G. A player purchases pebbles at a dollar a pie...
AbstractWe relate the search number of an undirected graph G with the minimum and maximum of the pro...
AbstractIt is proved that for infinitely many n there is a directed acyclic graph with vertex indegr...
AbstractThe number of pebbles used in the black [black-white] pebble game corresponds to the storage...
Pebble games are single-player games on DAGs involving placing and moving pebbles on nodes of the gr...
Thesis: M. Eng., Massachusetts Institute of Technology, Department of Electrical Engineering and Com...
Summary. A certain pebble game on graphs has been studied in various contexts as a model for the tim...
AbstractWe generalize the pebble game to infinite directed acyclic graphs and use this generalizatio...
AbstractGiven a configuration of pebbles on the vertices of a graph, a pebbling move is defined by r...
We study the connection between pebble games and complexity. First, we derive complexity results usi...
We consider the pebble game on DAGs with bounded fan-in introduced in [Paterson and Hewitt ’70] and ...
The red-blue pebble game was formulated in the 1980s [14] to model the I/O complexity of algorithms ...
Given a graph G with pebbles on the vertices, we define a pebbling move as removing two pebbles from...
Abstract. In a graph G whose vertices contain pebbles, a pebbling move uv removes two pebbles from u...
Graph pebbling is a mathematical game in which pebbles are placed on the vertices of a graph. The ga...
Graph pebbling is a game played on a connected graph G. A player purchases pebbles at a dollar a pie...
AbstractWe relate the search number of an undirected graph G with the minimum and maximum of the pro...
AbstractIt is proved that for infinitely many n there is a directed acyclic graph with vertex indegr...
AbstractThe number of pebbles used in the black [black-white] pebble game corresponds to the storage...
Pebble games are single-player games on DAGs involving placing and moving pebbles on nodes of the gr...
Thesis: M. Eng., Massachusetts Institute of Technology, Department of Electrical Engineering and Com...
Summary. A certain pebble game on graphs has been studied in various contexts as a model for the tim...
AbstractWe generalize the pebble game to infinite directed acyclic graphs and use this generalizatio...
AbstractGiven a configuration of pebbles on the vertices of a graph, a pebbling move is defined by r...
We study the connection between pebble games and complexity. First, we derive complexity results usi...
We consider the pebble game on DAGs with bounded fan-in introduced in [Paterson and Hewitt ’70] and ...
The red-blue pebble game was formulated in the 1980s [14] to model the I/O complexity of algorithms ...
Given a graph G with pebbles on the vertices, we define a pebbling move as removing two pebbles from...
Abstract. In a graph G whose vertices contain pebbles, a pebbling move uv removes two pebbles from u...
Graph pebbling is a mathematical game in which pebbles are placed on the vertices of a graph. The ga...
Graph pebbling is a game played on a connected graph G. A player purchases pebbles at a dollar a pie...
AbstractWe relate the search number of an undirected graph G with the minimum and maximum of the pro...