This more general concept, aptly called generalized synchronization, implies that the state of Y is a function of the state of X[22].
The term "generalized quantifier" reflects that these entities were introduced in logic as generalizations of the standard quantifiers of modern logic, ∀ and ∃.[1] In retrospect one may say that ∀ and ∃ have been found to be just two instances of a much more general concept of quantifier, making the term "generalized" superfluous.
The concept of Fitness associated dispersal is part of the more general concept of fitness-associated genetic variation generated through mutation [ 70, 71], recombination in a mixed population [ 55, 72, 73], and in particular costly variation, such as condition-dependent sex [ 56, 57, 74].
De Queiroz writes that his conception of species is the "single, more general, concept of species" that reconciles all other species concepts (2007, 880).
A somewhat more general concept of angle is required for trigonometry than for geometry.
This is a more general concept than the earlier idea of feedback; in fact, a control law can incorporate both the feedback and feedforward methods of control.
That could boost motivation, since, as Ireson says, responsibility and reward would be shared among a small group of friends or relatives, rather than the more general concept of "the cooperative" or "the state".
Recently, Miandaragh et al. [3, 4] introduced two more general concepts of convex contractions, which are called generalized convex contractions and generalized convex contractions of order 2 and they also discussed some approximate fixed point results for such mappings.
More general concepts of distances were given by Wlodarczyk and Plebaniak [15 18] and Wlodarczyk [19].
From this point of view, -fuzzy ideals and -fuzzy interior ideals are more general concepts than fuzzy ones.
But, in many works on the theory, some authors replaced the convexity of mappings by more general concepts.
