… Rabin games is a progress measure lifting algorithm where the lifting is performed on succinct,
colourful, universal trees… uses our construction of colourful universal trees. Therefore, we …

… Rabin, Streett, and Muller games. Finally, Section 2.6 is devoted to the combinatorial notion
of the Zielonka tree, … If xp is universal, we construct a new positive valuation as follows. We …

… of deterministic parity games. Finally we introduce infinite binary trees as well as the … for a
special class of regular languages known as universal Büchi languages and then show that we …

… of colours, called the winning condition (we call Wgames the … games played between the
existential and the universal … We equip trees with an order in order to navigate in them. An …

… We study transformations of automata and games using … of infinite trees represented as a
non-deterministic parity tree-… will always assume that the set of colours is a subset of N and 𝜙 is …

… be expressed as an alternation of existential and universal quantification. In fact, deciding
the … Our algorithm rabin for computing the Rabin index of a colored arena is shown in Fig. 2. It …

… We study Rabin games defined as follows. The arena of a Rabin game is a (finite) directed
graph D … Rabin games and colourful universal trees. Unpublished, 2023. [Pit06] Nir Piterman. …

… , eg, Muller games, Rabin games or Streett games, and studies the … In the following, we
apply binary trees to maintain sets of … Thejaswini, Rabin games and colourful universal trees, in …

… of chromatic memory required in games using a given Muller … The colours defining the Rabin
condition are all pairs of … We prove that T is the Zielonka tree of F by induction. We suppose …

… We define the existential, universal, and controllable predecessor operators as follows. For
S ⊆ … Infinite games on finitely coloured graphs with applications to automata on infinite trees. …