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implication

An implying, or that which is implied, but not expressed; an inference, or something which may fairly be understood, though not expressed in words

The act of implicating

The state of being implicated

The act of implicating, or the state of being implicated

an accusation that brings into intimate and usually incriminating connection a relation implicated by virtue of involvement or close connection (especially an incriminating involvement); "he was suspected of implication in several robberies"

The implications of something are the things that are likely to happen as a result. The Attorney General was aware of the political implications of his decision to prosecute The low level of current investment has serious implications for future economic growth. = consequence

something that is inferred (deduced or entailed or implied); "his resignation had political implications"

a meaning that is not expressly stated but can be inferred; "the significance of his remark became clear only later"; "the expectation was spread both by word and by implication"

{i} act of implying; something implied, indirect suggestion, connotation, hint; state of being involved in an action or event

The implication of a statement, event, or situation is what it implies or suggests is the case. The implication was obvious: vote for us or it will be very embarrassing for you = inference If you say that something is the case by implication, you mean that a statement, event, or situation implies that it is the case. His authority and, by implication, that of his management team is under threat. see also implicate. In logic, a relation that holds between two propositions when they are linked as antecedent and consequent of a true conditional proposition. Logicians distinguish two main types of implication, material and strict. Proposition p materially implies proposition q if and only if the material conditional p q (read "if p then q") is true. A proposition of the form p q is false whenever p is true and q is false; it is true in the other three possible cases (i.e., p true and q true; p false and q true; p false and q false). It follows that whenever p is false, p q is automatically true: this is a peculiarity that makes the material conditional inadequate as an interpretation of the meaning of conditional sentences in ordinary English. On the other hand, proposition p strictly implies proposition q if and only if it is impossible for p to be true without q also being true (i.e., if the conjunction of p and not-q is impossible)

The connective in propositional calculus that, when joining two predicates A and B in that order, has the meaning "if A is true, then B is true"

The process of shaping the fuzzy set in the consequent based on the results of the antecedent in a Mamdani-type FIS

a relation implicated by virtue of involvement or close connection (especially an incriminating involvement); "he was suspected of implication in several robberies"

a logical relation between propositions p and q of the form `if p then q'; if p is true then q cannot be false

an accusation that brings into intimate and usually incriminating connection

Characteristic of a logical product that if 1 means that the function is 1

A statement of the form, "if A, then B," when A and B stand for wffs or propositions The wff in the if-clause is called the antecedent (also the implicans and protasis) The wff in the then-clause is called the consequent (also the implicate and apodosis) As a truth function, see material implication, below Also called a conditional, or a conditional statement See corresponding conditional

frivolous inception continuance plaintiff

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