leavable

== English == === Etymology === From leave +‎ -able. === Adjective === leavable (comparative more leavable, superlative most leavable) Capable of being left, or departed from. Capable of being left behind. (mathematics, theory of gambling) Of or pertaining to a problem where the gambler is free to stop playing at any time. ==== Derived terms ==== === References === Handbook of Markov Decision Processes. Methods and Applications, →ISBN, Eugene A. Feinberg