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disjunction    
n. 分离,分裂,分断

分离,分裂,分断

disjunction
分离


disjunction
无分离

disjunction
析取 或

disjunction
n 1: state of being disconnected [synonym: {disjunction},
{disjuncture}, {disconnection}, {disconnectedness}] [ant:
{connectedness}, {connection}, {link}]
2: the act of breaking a connection [synonym: {disconnection},
{disjunction}]

Disjunction \Dis*junc"tion\, n. [L. disjunctio.]
1. The act of disjoining; disunion; separation; a parting;
as, the disjunction of soul and body.
[1913 Webster]

2. A disjunctive proposition. --Coleridge.
[1913 Webster]

200 Moby Thesaurus words for "disjunction":
ablation, abstraction, accord, addition, adjunct, affairs,
affiliation, affinity, alienation, alliance, aloofness, alteration,
analysis, anarchy, anatomization, approximation, assemblage,
association, atomization, bond, breakup, broken thread, brokenness,
change, chaos, clearance, closeness, combination, confusion,
connectedness, connection, contiguity, contrariety, corrosion,
crumbling, dealings, decay, decomposition, deduction, degradation,
demarcation, deportation, derangement, desynonymization,
detachment, differencing, differentiation, diffusion, dilapidation,
disarrangement, disarray, disarticulation, disassociation, discard,
discomfiture, discomposure, disconcertedness, disconnectedness,
disconnection, discontinuance, discontinuation, discontinuity,
discontinuousness, discreteness, discrimination, disengagement,
disequalization, disharmony, dishevelment, disintegration,
disjointing, disjuncture, dislocation, disorder, disorderliness,
disorganization, dispersal, dispersion, disposal, disposition,
disproportion, disruption, dissociation, dissolution, distinction,
distinguishment, disturbance, disunion, diversification, division,
divorce, divorcement, ejection, elimination, entropy, episode,
eradication, erosion, exile, expatriation, expulsion, filiation,
fitfulness, haphazardness, homology, immateriality, impertinence,
inapplicability, inappositeness, incoherence, incompleteness,
inconnection, inconsequence, inconsistency, independence,
indiscriminateness, individualization, individuation,
inharmonious harmony, intercourse, intermittence, intimacy,
irregularity, irrelation, irrelevance, isolation, junction,
liaison, link, linkage, linking, liquidation, luxation,
modification, most admired disorder, mutual attraction, nearness,
non sequitur, nonadhesion, noncohesion, noncontinuance,
nonlinearity, nonseriality, nonsymmetry, nonuniformity, ostracism,
outlawing, outlawry, parenthesis, particularization, parting,
partition, personalization, perturbation, promiscuity,
promiscuousness, propinquity, proximity, purge, randomness,
rapport, ravages of time, relatedness, relation, relations,
relationship, removal, resolution, riddance, scattering,
segmentation, segregation, separateness, separation, separatism,
severalization, severance, similarity, specialization, subdivision,
subtraction, suspension, sympathy, tie, tie-in, turbulence,
unadherence, unadhesiveness, unconnectedness, union, unrelatedness,
unsymmetry, untenacity, ununiformity, upset, variation, wear,
wear and tear, withdrawal, zoning


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  • Disjunction - Stanford Encyclopedia of Philosophy
    A disjunction \((\phi \vee \psi)\) is true iff at least one of the disjuncts is true Adopting a natural deduction system, the proof-theoretical contribution of disjunctive formulas can be defined by the following two rules, which regulate (i) how disjunctions can be drawn as conclusions (disjunction introduction rule, \(I_{\vee}\), also known as addition) and (ii) how conclusions can be drawn
  • The Disjunctive Theory of Perception - Stanford Encyclopedia of Philosophy
    For in certain places he says that his Perception-Illusion disjunctions permit a description of what is seen in terms of how the thing looks, thereby allowing the following kind of Perception-Illusion disjunction: ‘S sees something which looks blue or is having that illusion’ (1973, 61) In other places he says things that suggest that the
  • The Turn to Heyting’s Formalized Logic and Arithmetic
    The Turn to Heyting’s Formalized Logic and Arithmetic 1 Some early results Intuitionistic propositional logic is not a finitely valued logic
  • Intuitionistic Logic - Stanford Encyclopedia of Philosophy
    Gödel [1932] observed that intuitionistic propositional logic has the disjunction property: (DP) If \(A \vee B\) is a theorem, then \(A\) is a theorem or \(B\) is a theorem Gentzen [1935] established the disjunction property for closed formulas of intuitionistic predicate logic
  • Causal Theories of Mental Content - Stanford Encyclopedia of Philosophy
    Because there appears always to be this option of making the content of a term some disjunction of items, the problem has been called “the disjunction problem” [ 6 ] As was noted above, what unifies causal theories of mental content is some version of the idea that “X”s being causally connected to Xs makes “X”s mean Xs
  • Natural Deduction Systems in Logic - Stanford Encyclopedia of Philosophy
    The rule of \(\lor\)-E allows us to infer a conclusion from a disjunction given subproofs showing how the conclusion can be deduced on the assumption of any of the disjuncts Using a general subproof, as before, to present a schema for the deduction of the conclusion from an arbitrary “disjunct”, we have \(\exists\)-E:
  • Propositional Logic - Stanford Encyclopedia of Philosophy
    Any formula of propositional logic under the classical interpretation is equivalent to a disjunction of conjunctions of propositional variables and negated propositional variables Similar reasoning can be used to verify equivalence to a “conjunctive normal formula”, a conjunction of disjunctions of propositional variables and negated
  • Notes to Disjunction - Stanford Encyclopedia of Philosophy
    Notes to Disjunction 1 “De vraag naar de geldigheid van het principium tertii exclusi is dus aequivalent met de vraag naar de mogelijkheid van onoplosbare wiskundige problemen
  • Notes to Disjunction - Stanford Encyclopedia of Philosophy
    This "quantifier exclusive-or" is certainly not the only option (contra McCawley [1978], 128–130) available to someone who seeks a semantic account of exclusive disjunction in natural language, and who wants merely to account for lists with more than two "exclusive disjuncts" in a way that avoids the "odd counting" feature of formulae





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