Satisfiability problems | Boolean algebra | PSPACE-complete problems

Formula game

A formula game is an artificial game represented by a fully quantified Boolean formula. Players' turns alternate and the space of possible moves is denoted by bound variables. If a variable is universally quantified, the formula following it has the same truth value as the formula beginning with the universal quantifier regardless of the move taken. If a variable is existentially quantified, the formula following it has the same truth value as the formula beginning with the existential quantifier for at least one move available at the turn. Turns alternate, and a player loses if he cannot move at his turn. In computational complexity theory, the language FORMULA-GAME is defined as all formulas such that Player 1 has a winning strategy in the game represented by . FORMULA-GAME is PSPACE-complete. (Wikipedia).

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From playlist Algebra

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From playlist Pre-Algebra

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From playlist To The Point Math (TTP Videos)

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From playlist Introducing linear algebra

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From playlist Excel Series: Magic Tricks (2nd 200 videos)

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From playlist Introduction to Linear Equations in One Variable

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More resources available at www.misterwootube.com

From playlist Basic Equations

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From playlist Summer of Math Exposition 2 videos

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From playlist My Maths Videos

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From playlist Tips & Shortcuts

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From playlist Logic and Foundations

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From playlist Summer of Math Exposition 2 videos

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From playlist Equations and Inequalities

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Related pages

Truth value | True quantified Boolean formula | Computational complexity theory | Universal quantification | PSPACE-complete | Existential quantification