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  • Kripke structure (model checking)
  • Transition system

    A Kripke structure is a variation of the transition system, originally proposed by Saul Kripke, used in model checking to represent the behavior of a system

    Kripke structure (model checking)

    Kripke_structure_(model_checking)

  • Accessibility relation
  • Modal logic relationship

    relation can be understood as representing state transitions (see Kripke structure (model checking)). Then w R v {\displaystyle wRv} if the system can transition

    Accessibility relation

    Accessibility relation

    Accessibility_relation

  • CTL*
  • Branching-time logic that is a superset of LTL and CTL

    satisfiability problem is 2EXPTIME-complete. Temporal logic Kripke structure Model checking Reo Coordination Language Emerson, E. Allen; Halpern, Joseph

    CTL*

    CTL*

  • Counterexample-guided abstraction refinement
  • Technique for symbolic model checking and logic calculi

    Counterexample-guided abstraction refinement (CEGAR) is a technique for symbolic model checking. It is also applied in modal logic tableau calculi algorithms to optimise

    Counterexample-guided abstraction refinement

    Counterexample-guided_abstraction_refinement

  • Büchi automaton
  • Automaton which either accepts or rejects infinite inputs

    Büchi, who invented them in 1962. Büchi automata are often used in model checking as an automata-theoretic version of a formula in linear temporal logic

    Büchi automaton

    Büchi automaton

    Büchi_automaton

  • Linear time property
  • Concept in model checking (computer science)

    trace of the Kripke structure TS is a trace of TS' then every LT property that TS' satisfies is satisfied by TS. This is useful in model checking to allow

    Linear time property

    Linear_time_property

  • Transition system
  • State machine that may have infinite states

    the states as well, resulting in a notion that encompasses that of Kripke structure. Action languages are extensions of transition systems, adding a set

    Transition system

    Transition_system

  • Linear temporal logic
  • Modal temporal logic with modalities referring to time

    computer science, this type of model checking is often used to verify that an algorithm is structured correctly. To check LTL specifications on infinite

    Linear temporal logic

    Linear_temporal_logic

  • The Structure of Scientific Revolutions
  • 1962 book by Thomas S. Kuhn

    individuals. Other critics, such as Israel Scheffler, Hilary Putnam and Saul Kripke, have focused on the Fregean distinction between sense and reference in

    The Structure of Scientific Revolutions

    The_Structure_of_Scientific_Revolutions

  • List of mathematical logic topics
  • Standard part function Set theory Forcing (mathematics) Boolean-valued model Kripke semantics General frame Predicate logic First-order logic Infinitary

    List of mathematical logic topics

    List_of_mathematical_logic_topics

  • Temporal logic
  • System for representing and reasoning about time

    "topology", "place", or "spatial position". Philosophy portal HPO formalism Kripke structure Automata theory Chomsky grammar State transition system Duration calculus

    Temporal logic

    Temporal_logic

  • Finite-valued logic
  • Logic with discrete truth values

    inconsistent. Saul Kripke has built on work pioneered by Alfred Tarski to demonstrate that such a truth predicate can be modeled using three-valued logic

    Finite-valued logic

    Finite-valued_logic

  • Analytic philosophy
  • 20th-century tradition of Western philosophy

    the ordinary language philosophers. Wilfrid Sellars, W. V. O. Quine, Saul Kripke, David Lewis, and others, led a decline of logical positivism and a subsequent

    Analytic philosophy

    Analytic_philosophy

  • Courcelle's theorem
  • On linear-time algorithms for graph logic

    on the parameter. An alternative approach works by translating the model checking problem into an instance of the Boolean satisfiability problem, which

    Courcelle's theorem

    Courcelle's_theorem

  • Mathematical logic
  • Subfield of mathematics

    unformalized natural language). With the advent of the BHK interpretation and Kripke models, intuitionism became easier to reconcile with classical mathematics

    Mathematical logic

    Mathematical_logic

  • Interpretation (model theory)
  • Concept in model theory

    In model theory, interpretation of a structure M in another structure N (typically of a different signature) is a technical notion that approximates the

    Interpretation (model theory)

    Interpretation_(model_theory)

  • Simply typed lambda calculus
  • Formal system in mathematical logic

    elements of a model that are definable by lambda terms. In 1993 Jung and Tiuryn showed that a general form of logical relation (Kripke logical relations

    Simply typed lambda calculus

    Simply_typed_lambda_calculus

  • Proof theory
  • Branch of mathematical logic

    Significantly, these proofs can be checked automatically, also by computer. Checking formal proofs is usually simple, whereas finding proofs (automated theorem

    Proof theory

    Proof_theory

  • Injective function
  • Function that preserves distinctness

    between algebraic structures is a function that is compatible with the operations of the structures. For all common algebraic structures, and, in particular

    Injective function

    Injective_function

  • First-order logic
  • Type of logical system

    consequences. For the problem of model checking, efficient algorithms are known to decide whether an input finite structure satisfies a first-order formula

    First-order logic

    First-order_logic

  • SBML
  • XML file format for biological models

    dynamics are represented by means of state transition graphs (or other Kripke structures ) in which the nodes are the reachable states and the edges are the

    SBML

    SBML

  • Second-order logic
  • Form of logic that allows quantification over predicates

    under standard semantics, is provable. (Effectiveness) There is a proof-checking algorithm that can correctly decide whether a given sequence of symbols

    Second-order logic

    Second-order_logic

  • Cartesian product
  • Mathematical set formed from two given sets

    from P {\displaystyle P} with each C-n-tuple from Q {\displaystyle Q} . Checking the inclusion of a C-n-tuple into a D-n-tuple. For the C-n-tuple P = [

    Cartesian product

    Cartesian product

    Cartesian_product

  • Denotational semantics
  • Study of programming languages via mathematical objects

    connections with abstract interpretation, program verification, and model checking. Dana S. Scott. Outline of a mathematical theory of computation. Technical

    Denotational semantics

    Denotational_semantics

  • Truth
  • Conformity to reality

    problem by analyzing formal languages that do not have truth predicates. Saul Kripke proposed a different approach that limits how truth predicates can be used

    Truth

    Truth

  • Modal depth
  • Modal logic term

    look in a Kripke model when checking the validity of the formula. For each modal operator, one needs to transition from a world in the model to a world

    Modal depth

    Modal_depth

  • Foundations of mathematics
  • Basic framework of mathematics

    in which foundational issues may again provoke a crisis. This involves checking to see if formal systems that are weaker than ZFC can prove mathematical

    Foundations of mathematics

    Foundations of mathematics

    Foundations_of_mathematics

  • Law of excluded middle
  • Logical principle

    concrete operations on finite or potentially (but not actually) infinite structures; completed infinite totalities … were rejected, as were indirect proof

    Law of excluded middle

    Law_of_excluded_middle

  • NP (complexity)
  • Complexity class used to classify decision problems

    a subgraph that is isomorphic to graph H. Turing machine – Computation model defining an abstract machine Polynomial time refers to how quickly the number

    NP (complexity)

    NP (complexity)

    NP_(complexity)

  • Theorem
  • In mathematics, a statement that has been proven

    mathematics that studies the structure of formal proofs and the structure of provable formulas. It is also important in model theory, which is concerned

    Theorem

    Theorem

    Theorem

  • STIT logic
  • Family of modal logics for agency and choice

    multi-agent STIT logics and support applications such as duty checking and compliance checking in autonomous systems. Sawasaki has proposed first-order cstit-based

    STIT logic

    STIT_logic

  • Mathematical proof
  • Reasoning for mathematical statements

    defined data structures, not requiring an assumption that axioms are "true" in any sense. This allows parallel mathematical theories as formal models of a given

    Mathematical proof

    Mathematical proof

    Mathematical_proof

  • Fixed-point logic
  • Logical formulation of recursion

    polynomial-space counter we can check if there is a loop or not. It has been proven that on ordered finite structures, a property is expressible in FO(PFP

    Fixed-point logic

    Fixed-point_logic

  • Proof by exhaustion
  • Type of mathematical proof

    by listing out every year in which the Summer Olympics were held, and checking that every one of them can be divided by four. With 28 total Summer Olympics

    Proof by exhaustion

    Proof_by_exhaustion

  • Aristotle
  • Ancient Greek philosopher and polymath (384–322 BC)

    embryological development of the hound shark. He notes that an animal's structure is well matched to function so the heron has a long neck, long legs, and

    Aristotle

    Aristotle

    Aristotle

  • Monadic second-order logic
  • Form of second-order logic

    second-order logic comes in two variants. In the variant considered over structures such as graphs and in Courcelle's theorem, the formula may involve non-monadic

    Monadic second-order logic

    Monadic_second-order_logic

  • Zorn's lemma
  • Mathematical proposition equivalent to the axiom of choice

    axiom of choice illustrates a typical application of Zorn's lemma. (The structure of the proof is exactly the same as the one for the Hahn–Banach theorem

    Zorn's lemma

    Zorn's lemma

    Zorn's_lemma

  • Agentive logic
  • Field of philosophical and mathematical logic studying agency and action

    {\displaystyle \alpha \cup \beta } , α ∗ {\displaystyle \alpha ^{*}} ); a Kripke semantics in which actions correspond to labelled accessibility relations;

    Agentive logic

    Agentive_logic

  • Verificationism
  • Philosophical doctrine

    rapidly advancing natural sciences by taking scientific testability as the model for all serious inquiry. The verification principle thus functioned as a

    Verificationism

    Verificationism

    Verificationism

  • Forcing (mathematics)
  • Technique invented by Paul Cohen for proving consistency and independence results

    computability theory and set theory. Forcing has also been used in model theory, but it is common in model theory to define genericity directly without mention of

    Forcing (mathematics)

    Forcing_(mathematics)

  • Constructive set theory
  • Axiomatic set theories based on the principles of mathematical constructivism

    constructive version of K P {\displaystyle {\mathsf {KP}}} , the classical Kripke–Platek set theory without a form of Powerset and where even the Axiom of

    Constructive set theory

    Constructive_set_theory

  • Philosophy of mathematics
  • encoded in computer-readable formats, so as to facilitate automated proof checking of mathematical proofs and the use of interactive theorem proving in the

    Philosophy of mathematics

    Philosophy_of_mathematics

  • Propositional logic
  • Branch of logic

    {\displaystyle \varphi ,\sim \psi \models } ). Using semantic checking methods, such as truth tables or semantic tableaux, to check for tautologies and semantic

    Propositional logic

    Propositional_logic

  • Critical rationalism
  • Epistemological philosophy advanced by Karl Popper

    role played by prior distributions in Bayesian models, and the crucial aspects of model checking and model revision, which fall outside the scope of Bayesian

    Critical rationalism

    Critical_rationalism

  • Human food
  • Substances consumed for human nutrition

    doi:10.4060/cd6008en. ISBN 978-92-5-139937-8. World Food Programme Shah Kripke United Nations World Food program National Institute of Health, MedlinePlus

    Human food

    Human food

    Human_food

  • Determinism
  • Philosophical view that events are determined by prior events

    hdl:10871/34537. S2CID 149735710. "Human infirmity in moderating and checking the emotions I name bondage: for, when a man is a prey to his emotions

    Determinism

    Determinism

    Determinism

  • Coherentism
  • Type of epistemology

    metaphor of a building as a model for the structure of knowledge with different metaphors, such as the metaphor that models our knowledge on a ship at

    Coherentism

    Coherentism

  • Miscarriage
  • Natural premature termination of pregnancy

    the original (PDF) on November 28, 2014. Retrieved September 25, 2014. Kripke C (October 2006). "Expectant management vs. surgical treatment for miscarriage"

    Miscarriage

    Miscarriage

    Miscarriage

  • Natural deduction
  • Kind of proof calculus

    of worlds in Kripke semantics; Simpson (1994) presents an influential technique for converting frame conditions of modal logics in Kripke semantics into

    Natural deduction

    Natural_deduction

  • Causality
  • How one process influences another

    the window. (The full definition is a little more involved, involving checking all subsets of variables.) Interpreting causation as a deterministic relation

    Causality

    Causality

  • City University of New York
  • Public university system in New York City, New York, US

    Alfred Kazin, writer and critic, Hunter College and Graduate Center Saul Kripke, philosopher, Graduate Center Irving Kristol, journalist, City College Paul

    City University of New York

    City University of New York

    City_University_of_New_York

  • Karl Popper
  • Austrian–British philosopher of science (1902–1994)

    models which have been designed to explain, or at least to illustrate, the possibility of human freedom. This seems to be the reason why these models

    Karl Popper

    Karl Popper

    Karl_Popper

  • David Hume
  • Scottish philosopher, historian, economist and essayist (1711–1776)

    remarked that "David Hume created what I consider the first true economic model." In contrast to Locke, Hume believes that private property is not a natural

    David Hume

    David Hume

    David_Hume

  • Rationalism
  • Epistemological view centered on reason

    contains unresolved obscurities and has a forbidding mathematical structure modeled on Euclid's geometry. Spinoza's philosophy attracted believers such

    Rationalism

    Rationalism

  • HIV/AIDS
  • Spectrum of conditions caused by HIV infection

    Services". MMWR. Recommendations and Reports. 54 (RR-2): 1–20. PMID 15660015. Kripke C (August 1, 2007). "Antiretroviral prophylaxis for occupational exposure

    HIV/AIDS

    HIV/AIDS

    HIV/AIDS

  • Scientism
  • View that science is the best/only truth

    modern European origins and stylizes it into a spatio-temporally neutral model for processes of social development in general. Furthermore, it breaks the

    Scientism

    Scientism

  • Filter on a set
  • Family of subsets representing "large" sets

    many fields outside of topology, including set theory, mathematical logic, model theory (ultraproducts for example), abstract algebra, and others. Filters

    Filter on a set

    Filter_on_a_set

  • Propositional formula
  • Logic formula

    XOR B ) ] (cf p. 146 in John Wakerly 1978, Error Detecting Codes, Self-Checking Circuits and Applications, North-Holland, New York, ISBN 0-444-00259-6

    Propositional formula

    Propositional_formula

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KRIPKE STRUCTURE-MODEL-CHECKING

  • Model
  • n.

    Anything which serves, or may serve, as an example for imitation; as, a government formed on the model of the American constitution; a model of eloquence, virtue, or behavior.

  • Modal
  • a.

    Of or pertaining to a mode or mood; consisting in mode or form only; relating to form; having the form without the essence or reality.

  • Strictured
  • a.

    Affected with a stricture; as, a strictured duct.

  • Model
  • v. t.

    To plan or form after a pattern; to form in model; to form a model or pattern for; to shape; to mold; to fashion; as, to model a house or a government; to model an edifice according to the plan delineated.

  • Mode
  • n.

    Prevailing popular custom; fashion, especially in the phrase the mode.

  • Model
  • n.

    Something intended to serve, or that may serve, as a pattern of something to be made; a material representation or embodiment of an ideal; sometimes, a drawing; a plan; as, the clay model of a sculpture; the inventor's model of a machine.

  • Model
  • a.

    Suitable to be taken as a model or pattern; as, a model house; a model husband.

  • Gripe
  • v. i.

    To clutch, hold, or pinch a thing, esp. money, with a gripe or as with a gripe.

  • Structure
  • n.

    Manner of organization; the arrangement of the different tissues or parts of animal and vegetable organisms; as, organic structure, or the structure of animals and plants; cellular structure.

  • Structural
  • a.

    Of or pertaining to organit structure; as, a structural element or cell; the structural peculiarities of an animal or a plant.

  • Structured
  • a.

    Having a definite organic structure; showing differentiation of parts.

  • Mode
  • n.

    The scale as affected by the various positions in it of the minor intervals; as, the Dorian mode, the Ionic mode, etc., of ancient Greek music.

  • Stricture
  • n.

    A localized morbid contraction of any passage of the body. Cf. Organic stricture, and Spasmodic stricture, under Organic, and Spasmodic.

  • Modal
  • a.

    Indicating, or pertaining to, some mode of conceiving existence, or of expressing thought.

  • Structural
  • a.

    Of or pertaining to structure; affecting structure; as, a structural error.

  • Model
  • v. i.

    To make a copy or a pattern; to design or imitate forms; as, to model in wax.

  • Triple
  • a.

    Consisting of three united; multiplied by three; threefold; as, a triple knot; a triple tie.

  • Structure
  • n.

    Arrangement of parts, of organs, or of constituent particles, in a substance or body; as, the structure of a rock or a mineral; the structure of a sentence.

  • Mode
  • n.

    Manner of doing or being; method; form; fashion; custom; way; style; as, the mode of speaking; the mode of dressing.