solvable problem
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solvable — adjective Date: circa 1676 susceptible of solution or of being solved, resolved, or explained < a solvable problem > • solvability noun … New Collegiate Dictionary
solvable — adjective a) Capable of being solved; as, a solvable problem. b) Capable of being dissolved or liquefied. Syn: soluble Ant: insolvable, insoluble … Wiktionary
Problem solving — forms part of thinking. Considered the most complex of all intellectual functions, problem solving has been defined as higher order cognitive process that requires the modulation and control of more routine or fundamental skills (Goldstein Levin … Wikipedia
Problem of points — The problem of points, also called the problem of division of the stakes, is a classical problem in probability theory. One of the famous problems that motivated the beginnings of modern probability theory in the 17th century, it led Blaise… … Wikipedia
solvable — solve ► VERB ▪ find an answer to, explanation for, or way of dealing with (a problem or mystery). DERIVATIVES solvable adjective solver noun. ORIGIN Latin solvere loosen, unfasten … English terms dictionary
solvable — solvability, solvableness, n. /sol veuh beuhl/, adj. 1. capable of being solved, as a problem. 2. Math. (of a group) having a normal series of subgroups in which successive quotient groups are Abelian. 3. Archaic. soluble (def. 1). [1640 50;… … Universalium
solvable — solv•a•ble [[t]ˈsɒl və bəl[/t]] adj. capable of being solved, as a problem • Etymology: 1640–50 solv a•bil′i•ty, n … From formal English to slang
solvable — /ˈsɒlvəbəl/ (say solvuhbuhl) adjective 1. capable of being solved, as a problem. 2. Obsolete capable of being dissolved. –solvability /sɒlvəˈbɪləti/ (say solvuh biluhtee), solvableness, noun …
Word problem for groups — In mathematics, especially in the area of abstract algebra known as combinatorial group theory, the word problem for a recursively presented group G is the algorithmic problem of deciding whether two words represent the same element. Although it… … Wikipedia
Domino problem — An aperiodic set of Wang dominoes.[1] In geometry, the domino problem is the problem of deciding whether a set of tiles of a particular kind admits a tiling. In a 1961 paper[2] … Wikipedia
P versus NP problem — Unsolved problems in computer science Is P = NP ? … Wikipedia
