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DISJUNCTIVE NORMAL-FORM

  • Disjunctive normal form
  • Standard form of a boolean function

    In boolean logic, a disjunctive normal form (DNF) is a normal form of a logical formula consisting of a disjunction of conjunctions; it can also be described

    Disjunctive normal form

    Disjunctive_normal_form

  • Conjunction/disjunction duality
  • Properties linking logical conjunction and disjunction

    {\displaystyle \varphi } in disjunctive normal form, the formula φ ¯ D {\displaystyle {\overline {\varphi }}^{D}} will be in conjunctive normal form, and given the

    Conjunction/disjunction duality

    Conjunction/disjunction_duality

  • Boolean satisfiability problem
  • Problem of determining if a Boolean formula could be made true

    problem to disjunctive normal form; to obtain an example, exchange "∧" and "∨" in the above exponential blow-up example for conjunctive normal forms. Another

    Boolean satisfiability problem

    Boolean_satisfiability_problem

  • Normal form
  • Topics referred to by the same term

    logic: Normal form (natural deduction) Algebraic normal form Canonical normal form Clausal normal form Conjunctive normal form Disjunctive normal form Negation

    Normal form

    Normal_form

  • Conjunctive normal form
  • Standard form of Boolean function

    conjunction of one or more disjunctions of one or more literals. As in disjunctive normal form (DNF), the only propositional operators in CNF are or ( ∨ {\displaystyle

    Conjunctive normal form

    Conjunctive_normal_form

  • Algebraic normal form
  • Boolean polynomials as sums of monomials

    Unlike other normal forms, it can be represented as a simple list of lists of variable names—conjunctive and disjunctive normal forms also require recording

    Algebraic normal form

    Algebraic_normal_form

  • Prenex normal form
  • Formalism of first-order logic

    with the normal forms in propositional logic (e.g. disjunctive normal form or conjunctive normal form), it provides a canonical normal form useful in

    Prenex normal form

    Prenex_normal_form

  • Negation normal form
  • Logical formula with NOT only on variables

    example is also in conjunctive normal form, the next two are in both conjunctive normal form and disjunctive normal form, but the last example is in neither

    Negation normal form

    Negation_normal_form

  • Canonical normal form
  • Standard forms of Boolean functions

    Boolean function can be expressed in the canonical disjunctive normal form (CDNF), minterm canonical form, or Sum of Products (SoP or SOP) as a disjunction

    Canonical normal form

    Canonical_normal_form

  • Switching lemma
  • follows that a formula in conjunctive normal form (that is, an AND of ORs) becomes a formula in disjunctive normal form (an OR of ANDs) under random restriction

    Switching lemma

    Switching_lemma

  • NAND logic
  • Logic constructed only from NAND gates

    NAND gate. Alternatively, an XOR gate is made by considering the disjunctive normal form A ⋅ B ¯ + A ¯ ⋅ B {\displaystyle A\cdot {\overline {B}}+{\overline

    NAND logic

    NAND_logic

  • PHP
  • Scripting language created in 1994

    implement both the Traversable and Countable interfaces), and disjunctive normal form (DNF) types in PHP 8.2 (unions of intersections, such as

    PHP

    PHP

    PHP

  • Tautology (logic)
  • In logic, a statement which is always true

    A {\displaystyle \neg \neg A\to A} Algebraic normal form Conjunctive normal form Disjunctive normal form Logic optimization Weisstein, Eric W. "Tautology"

    Tautology (logic)

    Tautology_(logic)

  • Complex programmable logic device
  • Type of electronic component

    of the CPLD is a macrocell, which contains logic implementing disjunctive normal form expressions and more specialized logic operations. Some of the

    Complex programmable logic device

    Complex programmable logic device

    Complex_programmable_logic_device

  • Monotone dualization
  • normal form and disjunctive normal form. For monotone functions these two special forms can also be restricted to be monotone: The conjunctive normal

    Monotone dualization

    Monotone_dualization

  • Canonical form
  • Standard representation of a mathematical object

    fundamental form. Negation normal form Conjunctive normal form Disjunctive normal form Algebraic normal form Prenex normal form Skolem normal form Blake canonical

    Canonical form

    Canonical form

    Canonical_form

  • Zhegalkin algebra
  • Boolean algebra concept

    y=x\land y\oplus x\oplus y} . Using Zhegalkin Algebra, any perfect disjunctive normal form can be uniquely converted into a Zhegalkin polynomial (via the

    Zhegalkin algebra

    Zhegalkin_algebra

  • Propositional formula
  • Logic formula

    that have simpler forms, known as normal forms. Some common normal forms include conjunctive normal form and disjunctive normal form. Any propositional

    Propositional formula

    Propositional_formula

  • Decision list
  • decision lists are less expressive than the general disjunctive normal form and the conjunctive normal form. The language specified by a k-length decision

    Decision list

    Decision_list

  • Quantifier elimination
  • Simplification technique in mathematical logic

    {\displaystyle F} is a quantifier-free formula, we can write it in disjunctive normal form ⋁ j = 1 m ⋀ i = 1 n L i j , {\displaystyle \bigvee _{j=1}^{m}\bigwedge

    Quantifier elimination

    Quantifier_elimination

  • De Morgan's laws
  • Pair of logical equivalences

    formal logic, where it is needed to find the conjunctive normal form and disjunctive normal form of a formula. Computer programmers use them to simplify

    De Morgan's laws

    De Morgan's laws

    De_Morgan's_laws

  • Alternating finite automaton
  • is frequently used is the one where Boolean combinations are in disjunctive normal form so that, e.g., { { q 1 } , { q 2 , q 3 } } {\displaystyle \{\{q_{1}\}

    Alternating finite automaton

    Alternating_finite_automaton

  • DNF
  • Topics referred to by the same term

    (software), a package manager for RPM-based Linux distributions Disjunctive normal form, a standardization of a logical formula in boolean logic DNF (The

    DNF

    DNF

  • Normal number
  • Number with all digits equally frequent

    but a disjunctive sequence need not be normal. A rich number in base b is one whose expansion in base b is disjunctive: one that is disjunctive to every

    Normal number

    Normal_number

  • Glossary of logic
  • results. normal form In logic, a standardized way of expressing logical formulas, such as conjunctive normal form (CNF) or disjunctive normal form (DNF)

    Glossary of logic

    Glossary_of_logic

  • Automated theorem proving
  • Subfield of automated reasoning and mathematical logic

    a number of methods. Gilmore's program used conversion to disjunctive normal form, a form in which the satisfiability of a formula is obvious. Depending

    Automated theorem proving

    Automated_theorem_proving

  • Boolean function
  • Function returning one of only two values

    functions: Negation normal form, an arbitrary mix of AND and ORs of the arguments and their complements Disjunctive normal form, as an OR of ANDs of

    Boolean function

    Boolean function

    Boolean_function

  • Blake canonical form
  • Standard form of Boolean function

    implicants of f. The Blake canonical form is a special case of disjunctive normal form. The Blake canonical form is not necessarily minimal (upper diagram)

    Blake canonical form

    Blake canonical form

    Blake_canonical_form

  • Model-based testing
  • Application of model-based design

    the disjunctive normal form approach wherein the logical expressions describing the system's behavior are transformed into the disjunctive normal form. Constraint

    Model-based testing

    Model-based testing

    Model-based_testing

  • Clause (logic)
  • Propositional formula

    of the literals that form it is true (a disjunctive clause, the most common use of the term), or when all of the literals that form it are true (a conjunctive

    Clause (logic)

    Clause_(logic)

  • ♯SAT
  • Problem of counting solutions to logic formulas

    parsimonious. Therefore, this problem is #P-complete as well. For disjunctive normal form (DNF) formulas, counting the solutions is also #P-complete, even

    ♯SAT

    ♯SAT

  • Sheffer stroke
  • Logical operation

    \}} , which is shown to be truth-functionally complete by the Disjunctive Normal Form Theorem. Expressed in terms of NAND ↑ {\displaystyle \uparrow }

    Sheffer stroke

    Sheffer stroke

    Sheffer_stroke

  • Disjunctive sum
  • Operation in combinatorial game theory

    parallel games, at which point (in normal play) the last player to move wins. This operation may be extended to disjunctive sums of any number of games, again

    Disjunctive sum

    Disjunctive_sum

  • Read-once function
  • Special type of Boolean function

    and only if every prime implicant of the disjunctive normal form and every clause of the conjunctive normal form have exactly one variable in common. It

    Read-once function

    Read-once_function

  • Functional completeness
  • Concept in mathematical logic

    functionally complete. (Its functional completeness is also proved by the Disjunctive Normal Form Theorem.) But this is still not minimal, as ∨ {\displaystyle \lor

    Functional completeness

    Functional_completeness

  • Perceptrons (book)
  • Book by Marvin Minsky and Seymour Papert

    \psi _{i}} be supported on set A {\textstyle A} . Write it in disjunctive normal form, with one clause for each subset of A {\textstyle A} on which ψ

    Perceptrons (book)

    Perceptrons_(book)

  • Logical NOR
  • Binary operation that is true if and only if both operands are false

    \}} , which is shown to be truth-functionally complete by the Disjunctive Normal Form Theorem. This may also be seen from the fact that Logical NOR does

    Logical NOR

    Logical NOR

    Logical_NOR

  • Rogers sieving theorem
  • not apply, because the di are not coprime in pairs. The use of disjunctive normal form is a standard technique for Boolean manipulations. It here allows

    Rogers sieving theorem

    Rogers_sieving_theorem

  • CDNF
  • Topics referred to by the same term

    CDNF may refer to: Canonical disjunctive normal form, a form of expression in Boolean algebra Cerebral dopamine neurotrophic factor, a protein encoded

    CDNF

    CDNF

  • Fastest
  • Computer programming testing tool

    Currently,[when?] Fastest supports the following testing tactics: Disjunctive Normal Form (DNF). It is the only testing tactic applied by default (regardless

    Fastest

    Fastest

  • Descriptive complexity theory
  • Branch of mathematical logic

    formulae in disjunctive normal form such that the first-order quantifiers are all universal and the quantifier-free part of the formula is in Horn form, which

    Descriptive complexity theory

    Descriptive_complexity_theory

  • Normal-form game
  • Representation of a game in game theory

    In game theory, normal form is a description of a game. Unlike extensive form, normal-form representations are not graphical per se, but rather represent

    Normal-form game

    Normal-form_game

  • Alternating timed automaton
  • {\displaystyle E(a_{i+1},\ell ,c(a,\ell ,\nu ))} is in disjunctive normal form, i.e. it is of the form ⋁ i = 1 n ⋀ j = 1 m i ( ℓ i , j , r i , j ) {\displaystyle

    Alternating timed automaton

    Alternating_timed_automaton

  • ♯P-complete
  • Complexity class

    problems. Determining the satisfiability of a Boolean formula in disjunctive normal form is easy: such a formula is satisfiable if and only if it contains

    ♯P-complete

    ♯P-complete

  • Quantum machine learning
  • Interdisciplinary research area

    1\}^{n}} . For example, the concept class could be the set of disjunctive normal form (DNF) formulas on n bits or the set of Boolean circuits of some

    Quantum machine learning

    Quantum machine learning

    Quantum_machine_learning

  • And-inverter graph
  • Graph representing an implementation of the logical functionality of a network

    "sum-of-product" (ΣoΠ) form,[citation needed] that is, the canonical form in Boolean algebra known as the disjunctive normal form (DNF). The BDD and DNF

    And-inverter graph

    And-inverter graph

    And-inverter_graph

  • List of Boolean algebra topics
  • algebra Algebraic normal form Boolean conjunctive query Canonical form (Boolean algebra) Conjunctive normal form Disjunctive normal form Formal system And-inverter

    List of Boolean algebra topics

    List_of_Boolean_algebra_topics

  • Quasi-polynomial time
  • Computational complexity class

    problems of converting logical formulas between conjunctive and disjunctive normal form, listing all minimal hitting sets of a family of sets, or listing

    Quasi-polynomial time

    Quasi-polynomial_time

  • Enumeration algorithm
  • Algorithm that outputs all solutions to a problem

    functions, e.g., a Boolean formula written in conjunctive normal form or disjunctive normal form, a binary decision diagram such as an OBDD, or a Boolean

    Enumeration algorithm

    Enumeration_algorithm

  • Quine–McCluskey algorithm
  • Algorithm for the minimization of Boolean functions

    Czort, Sebastian Lukas Arne (1999). The complexity of minimizing disjunctive normal form formulas (Master's thesis). University of Aarhus. Umans, Christopher;

    Quine–McCluskey algorithm

    Quine–McCluskey algorithm

    Quine–McCluskey_algorithm

  • Predicate functor logic
  • Algebraization of first-order logic

    Translate the matrices of the most deeply nested quantifiers into disjunctive normal form, consisting of disjuncts of conjuncts of terms, negating atomic

    Predicate functor logic

    Predicate_functor_logic

  • Virtual finite-state machine
  • = {A1, A3} A logical expression is an OR-table of AND-sets (a disjunctive normal form): A1 & B3 | A1 & B2 & C4 | C2 => [ { A 1 B 3 } { A 1 B 2 C 4 }

    Virtual finite-state machine

    Virtual_finite-state_machine

  • Tarski–Seidenberg theorem
  • Quantifier elimination for semi-algebraic sets

    standard logical (disjunctive normal form) and algebraic manipulations, it is straightforward to show that a semialgebraic set in Rn is formed by taking a finite

    Tarski–Seidenberg theorem

    Tarski–Seidenberg_theorem

  • History of logic
  • essentially the modern idea of truth-functions and their expression in disjunctive normal form. Boole's system admits of two interpretations, in class logic,

    History of logic

    History_of_logic

  • Poetry
  • Form of literature

    1177/0963947005051287. S2CID 170517936. Gilbert, Richard (2004). "The Disjunctive Dragonfly". Modern Haiku. 35 (2): 21–44. Hollander 1981, pp. 37–46 Fussell

    Poetry

    Poetry

  • False dilemma
  • Informal fallacy involving falsely limited alternatives

    the fallacy lies not in an invalid form of inference but in a false premise. This premise has the form of a disjunctive claim: it asserts that one among

    False dilemma

    False dilemma

    False_dilemma

  • Probabilistic soft logic
  • Łukasiewicz logic. A ground logical rule is transformed into its disjunctive normal form. Let I + {\displaystyle I^{+}} be the set of indices of the variables

    Probabilistic soft logic

    Probabilistic soft logic

    Probabilistic_soft_logic

  • Sensitivity theorem
  • Theorem about complexity measures of Boolean functions

    Saket; Sen, Sandeep (2016). "On the Sensitivity Conjecture for Disjunctive Normal Forms". 36th IARCS Annual Conference on Foundations of Software Technology

    Sensitivity theorem

    Sensitivity_theorem

  • Incremental decision tree
  • (Michalski, 1973), a supervised system for learning concepts in disjunctive normal form (DNF). Experience with these earlier systems and others, to include

    Incremental decision tree

    Incremental_decision_tree

  • Max/min CSP/Ones classification theorems
  • On the complexity classes of problems about satisfying a subset of boolean relations

    satisfies all clauses, it is in PO. If all clauses, when converted to disjunctive normal form, have two terms, one consisting of all positive (unnegated) variables

    Max/min CSP/Ones classification theorems

    Max/min_CSP/Ones_classification_theorems

  • Parity function
  • Function in Boolean algebra

    functions for which all disjunctive normal forms have the maximal number of 2 n − 1 monomials of length n and all conjunctive normal forms have the maximal number

    Parity function

    Parity_function

  • Prepositional pronoun
  • Form of personal pronoun

    French disjunctive pronouns). In Portuguese, Spanish, Italian, and Romanian, prepositions generally combine with pronouns that are identical in form to nominative

    Prepositional pronoun

    Prepositional_pronoun

  • Admissible rule
  • for all subformulas in A, and expressing the result in the full disjunctive normal form. It is thus sufficient to construct a decision algorithm for admissibility

    Admissible rule

    Admissible_rule

  • Policy-based management
  • simple or compound expression specified in either conjunctive or disjunctive normal form. The action part of the rule can be a set of actions that must

    Policy-based management

    Policy-based_management

  • Irish grammar
  • Grammar of the Irish language

    used: conjunctive forms, disjunctive forms, and emphatic forms (which may be used either conjunctively or disjunctively) The normal word order in Irish

    Irish grammar

    Irish_grammar

  • General Concept Lattice
  • Model of concept hierarchies

    in [ X ] F {\textstyle [X]_{F}} , which can be found within the disjunctive normal form of ρ ( X ) {\textstyle \rho (X)} , see Fig 3. For instance, from

    General Concept Lattice

    General Concept Lattice

    General_Concept_Lattice

  • Test Template Framework
  • TTF are the following: Disjunctive Normal Form (DNF). By applying this tactic the operation is written in Disjunctive Normal Form and the test class is

    Test Template Framework

    Test_Template_Framework

  • Yuri Zhuravlyov (mathematician)
  • Russian mathematician (1935–2022)

    proof for lack of local unsolvability for constructing the minimal disjunctive normal form. In 1959, he moved to Novosibirsk, where he pursued government-sponsored

    Yuri Zhuravlyov (mathematician)

    Yuri Zhuravlyov (mathematician)

    Yuri_Zhuravlyov_(mathematician)

  • Causal map
  • Type of flowchart

    node between any input and any output. See conjunctive normal form and disjunctive normal form. A cause–effect graph is useful for generating a reduced

    Causal map

    Causal_map

  • Hebrew cantillation
  • Jewish religious chanting practice

    motifs only for the disjunctives and render the conjunctives in a monotone. It is notable that the Yemenite Jews have only eight disjunctive motifs, thus clearly

    Hebrew cantillation

    Hebrew_cantillation

  • Surreal number
  • Generalization of the real numbers

    the disjunctive sum of those smaller games, and the theorem states that the method of addition we defined is equivalent to taking the disjunctive sum

    Surreal number

    Surreal number

    Surreal_number

  • Logical disjunction
  • Logical connective OR

    sentence "it is sunny or it is warm" can be represented in logic using the disjunctive formula S ∨ W {\displaystyle S\lor W} , assuming that S {\displaystyle

    Logical disjunction

    Logical disjunction

    Logical_disjunction

  • Disjunction elimination
  • Rule of inference of propositional logic

    or or elimination) is the valid argument form and rule of inference that allows one to eliminate a disjunctive statement from a logical proof. It is the

    Disjunction elimination

    Disjunction_elimination

  • Horn clause
  • Type of logical formula

    who first pointed out their significance in 1951. A Horn clause is a disjunctive clause (a disjunction of literals) with at most one positive, i.e. unnegated

    Horn clause

    Horn_clause

  • Indistinguishability quotient
  • Concept in combinatorial game theory

    the set of all disjunctive position sums in A {\displaystyle A} , and that this is true regardless of whether the game is played in normal or misere play

    Indistinguishability quotient

    Indistinguishability_quotient

  • Exclusive or
  • True when either but not both inputs are true

    function's algebraic normal form. Disjunction is often understood exclusively in natural languages. In English, the disjunctive word "or" is often understood

    Exclusive or

    Exclusive or

    Exclusive_or

  • Champernowne constant
  • Transcendental number(s) with all positive integers in order

    ≥ 2 {\displaystyle b\geq 2} . The Champernowne word is a disjunctive sequence. A disjunctive sequence is an infinite sequence (over a finite alphabet

    Champernowne constant

    Champernowne_constant

  • Game theory
  • Mathematical models of strategic interactions

    presented in extensive form. Every extensive-form game has an equivalent normal-form game, however, the transformation to normal form may result in an exponential

    Game theory

    Game_theory

  • Default logic
  • Type of non-monotonic logic

    {\displaystyle \Box x\rightarrow x} supports the initial assumption. Disjunctive default logic the consequence of a default is a set of formulae instead

    Default logic

    Default_logic

  • Interrogative
  • Clause type associated with questions

    using a word like which, who, how, etc. An intermediate form is the choice question, disjunctive question or alternative question, which presents a number

    Interrogative

    Interrogative

  • Vergence
  • Simultaneous movement of eyes in binocular vision

    Vergence movements are closely connected to accommodation of the eye. Under normal visual conditions, looking at an object at a different distance will automatically

    Vergence

    Vergence

    Vergence

  • Extensive-form game
  • Wide-ranging representation of a game in game theory

    representations differ from normal-form in that they provide a more complete description of the game in question, whereas normal-form simply boils down the

    Extensive-form game

    Extensive-form_game

  • Adjective
  • Part of speech that defines a noun or pronoun

    such as Tagalog, follow their adjectival orders as rigidly as English. The normal adjectival order of English may be overridden in certain circumstances,

    Adjective

    Adjective

  • Impartial game
  • Concept in game theory

    be minmaxed ruling out any form inductive strategy. Heap games are a subclass of impartial games that involve the disjunctive sum of various single-heap

    Impartial game

    Impartial_game

  • Brain in a vat
  • Philosophical thought experiment

    own output) and the "disembodied" brain would continue to have perfectly normal conscious experiences, like those of a person with an embodied brain, without

    Brain in a vat

    Brain in a vat

    Brain_in_a_vat

  • Evaluation strategy
  • Programming language evaluation rules

    the right expression if the result can be determined—for example, in a disjunctive expression (OR) where true is encountered, or in a conjunctive expression

    Evaluation strategy

    Evaluation_strategy

  • Trembling hand perfect equilibrium
  • Variant of Nash equilibrium in game theory

    extensive form game where no extensive-form trembling hand perfect equilibrium is admissible, i.e., the sets of extensive-form and normal-form trembling

    Trembling hand perfect equilibrium

    Trembling_hand_perfect_equilibrium

  • Irish syntax
  • Syntax of the Irish language

    for person or number, and pronouns appear in the disjunctive form. The copula, which has the realis form is, is used for identification and definition:

    Irish syntax

    Irish_syntax

  • Bayesian game
  • Game theory concept

    Nash equilibrium for a Bayesian game, which is derived from the ex-ante normal form game associated with the Bayesian framework. In a traditional (non-Bayesian)

    Bayesian game

    Bayesian_game

  • Regular and irregular verbs
  • Classification of verbs by regularity of inflection

    the forms most commonly made in irregular fashion. About 200 verbs in normal use have irregularities in one or other (or usually both) of these forms. They

    Regular and irregular verbs

    Regular_and_irregular_verbs

  • Information set (game theory)
  • Concept in game theory

    versions of the battle of the sexes game, shown in extensive form. Below, the normal form for both of these games is shown as well. The first game is simply

    Information set (game theory)

    Information set (game theory)

    Information_set_(game_theory)

  • Nim
  • Game of strategy

    played in parallel with other normal play impartial games (see disjunctive sum). While all normal-play impartial games can be assigned a nim value, that is

    Nim

    Nim

    Nim

  • Glossary of game theory
  • pleasure, etc.) the players are allocated by the end of the game. A game in normal form is a function: π   : ∏ i ∈ N Σ   i → R N {\displaystyle \pi \ :\prod

    Glossary of game theory

    Glossary_of_game_theory

  • Linear separability
  • Geometric property of a pair of sets of points in Euclidean geometry

    co-NP-complete to decide whether a Boolean function given in disjunctive or conjunctive normal form is linearly separable. A linear threshold logic gate is

    Linear separability

    Linear separability

    Linear_separability

  • Deponent verb
  • Verb that is active in meaning but takes its form from a different voice

    flatter'), and many more. The forms regularly follow those of the passive of normal verbs: Deponents have all the participles normal verbs do, although those

    Deponent verb

    Deponent_verb

  • Conjunction (grammar)
  • Part of speech that connects two words, sentences, phrases, or clauses

    ('because') is subordinating. The clause after the coordinating conjunction has normal word order, but the clause after the subordinating conjunction has verb-final

    Conjunction (grammar)

    Conjunction_(grammar)

  • Intuitionistic logic
  • Various systems of symbolic logic

    Classically, the statement above is moreover equivalent to a more disjunctive form discussed further below. Constructively, existence claims are however

    Intuitionistic logic

    Intuitionistic_logic

  • Coordination (linguistics)
  • Complex syntactic structure linking two or more elements

    and precedes the right-most square bracket. The coordinator appears in normal script between the conjuncts. [Sarah] and [Xolani] went to town. - N + N

    Coordination (linguistics)

    Coordination_(linguistics)

  • Dummy pronoun
  • Pronoun having no referent

    weather verbs can control the subject of an adjunct clause, just like a "normal" subject. For example, compare: She brushes her teeth before having a bath

    Dummy pronoun

    Dummy_pronoun

  • Noun adjunct
  • Grammatical construct in which a noun modifies another noun

    each form tends to adhere to a certain sense; thus "face mask" is the normal term in hockey, and "facial mask" is heard more often in spa treatments

    Noun adjunct

    Noun_adjunct

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