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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.
In order to give more general concepts of a fuzzy subring and a fuzzy ideal of R, we introduce the following definitions.
Do these more general concepts facilitate the formation of a general analysis of replication that applies at the very least to gene-based biological evolution but also to selection in other contexts?
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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.
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more general thoughts
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