Similarly for the set of satisfiable formulas and NP. From Wordnik.com. [Fuzzy Logic] Reference
A union of satisfiable sets needs need be satisfiable. From Wordnik.com. [David Berlinski interviews self, calls self "crank" - The Panda's Thumb] Reference
So a set of sentences is satisfiable if it has a model. From Wordnik.com. [Classical Logic] Reference
A is said to be satisfiable, or “sat A”, iff there exists a model. From Wordnik.com. [Propositional Dynamic Logic] Reference
Notice that a formula, Φ, is valid iff its negation, ¬Φ, is not satisfiable. From Wordnik.com. [Computability and Complexity] Reference
A formula θ is satisfiable if there is an interpretation M and a variable-assignment s on. From Wordnik.com. [Classical Logic] Reference
That is, θ is satisfiable if there is an interpretation and assignment that satisfies it. From Wordnik.com. [Classical Logic] Reference
For example, Euclidean geometry, with an axiom that says space is two-dimensional, is satisfiable. From Wordnik.com. [David Berlinski interviews self, calls self "crank" - The Panda's Thumb] Reference
Green contends that this good is pursued because it affirms man to himself as a rational, self-satisfiable human being. From Wordnik.com. [Thomas Hill Green] Reference
A propositional formula is satisfiable if there is an assignment of truth-values to its variables that makes the formula true. From Wordnik.com. [Automated Reasoning] Reference
What was missing was a procedure to list out all the non-valid formulas, or equivalently to list out all satisfiable formulas. From Wordnik.com. [Computability and Complexity] Reference
That is, it is to be shown that any normal formula (Q) Ï of degree 1 is either satisfiable or refutable, where "(Q)" stands for a. From Wordnik.com. [Kurt Gödel] Reference
(i.e. non-satisfiable), we will be able to determine this too. From Wordnik.com. [Automated Reasoning] Reference
Appetite, he writes in a useful distinction, is inherently satisfiable. From Wordnik.com. [The Guardian World News] Reference
All package dependencies in this release are satisfiable in the stable release. From Wordnik.com. [Planet Ubuntu] Reference
In this latter case, we would say that the function is unsatisfiable; otherwise it is satisfiable. From Wordnik.com. [Site Home] Reference
Hence, the formula is satisfiable by the existence of (P. From Wordnik.com. [Automated Reasoning] Reference
¬cycle (Ï)) is satisfiable in infinite Kripke structures only. From Wordnik.com. [Propositional Dynamic Logic] Reference
R true, S false) proving that the original formula is satisfiable. From Wordnik.com. [Automated Reasoning] Reference
A, or “Γ sat A”, iff A is satisfiable in some model of all formulas in Γ. From Wordnik.com. [Propositional Dynamic Logic] Reference
Their union is not satisfiable. From Wordnik.com. [David Berlinski interviews self, calls self "crank" - The Panda's Thumb] Reference
(SAT) Given a formula A, is A satisfiable?. From Wordnik.com. [Propositional Dynamic Logic] Reference
But these tensions are now also satisfiable. From Wordnik.com. [Descartes' Theory of Ideas] Reference
Siting condition not satisfied/not satisfiable. From Wordnik.com. [2. A planning guide] Reference
(Conversely, if this predicate is satisfiable then the satisfying value is where. From Wordnik.com. [Planet Haskell] Reference
Dependency is not satisfiable: cairo dock. From Wordnik.com. [GNOME-Look.org Content] Reference
Generating hard satisfiable 3-SAT instances. From Wordnik.com. Reference
T (A) is satisfiable. From Wordnik.com. [Propositional Dynamic Logic] Reference
Amoxicillin 500mg told satisfiable elector?. From Wordnik.com. [The Volokh Conspiracy » Good luck to Randy Barnett in fighting for drug rights.–] Reference
Γ is satisfiable. From Wordnik.com. [Classical Logic] Reference
= g x) is not satisfiable. From Wordnik.com. [Planet Haskell] Reference
Γ is satisfiable and let. From Wordnik.com. [Classical Logic] Reference
S iff S ’ T is satisfiable. From Wordnik.com. [Automated Reasoning] Reference
Γ is not satisfiable, then if. From Wordnik.com. [Classical Logic] Reference
Γ is satisfiable, then is consistent. From Wordnik.com. [Classical Logic] Reference
Γ is satisfiable; (b) there is no formula. From Wordnik.com. [Classical Logic] Reference
Error: Dependency is not satisfiable: libltdl3 (>. From Wordnik.com. [LinuxQuestions.org] Reference
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