We use a completely different, and elementary, approach to obtain a deterministic subexponential algorithm for the solution of parity games. The new algorithm,.
We use a completely different, and elementary, approach to obtain a deterministic subexponential algorithm for the solution of parity games.
We use a com- pletely different, and elementary, approach to obtain a deterministic subexponential algorithm for the solution of parity games. Our deterministic ...
There is a deterministic algorithm that solves any parity game on nodes and edges in time ( p + k ) O ( k ) ⋅ O ( p n m ) , where denotes the minimum number ...
Randomness seems to play an essential role in these algorithms. We use a completely different, and elementary, approach to obtain a deterministic subexponential ...
Oct 28, 2015 · The best known algorithms for the solution of these games run in subexponential time and it is a major open problem whether they can be solved ...
Parity games are infinite games played on finite directed leafless graphs, with vertices colored by integers. Two players move a pebble along edges of the ...
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If the discount factor is expressed in unary, then discounted-sum games can be solved in polynomial time. However, if the discount factor is arbitrary (or ...
Faster subexponential algorithms for parity games? Deterministic subexponential algorithms for MPGs and SSGs? Faster pseudo-polynomial algorithms for MPGs?