Outrageously Funny Search Suggestion Engine :: Reflexive

👉 Reflexively, a word or phrase that refers to something that is opposite of what it normally means. For example, "reflexively" could mean in a way that you would not normally think of as being positive, negative, or neutral.

reflexologically

👉 A reflexive relation is a relation that holds true for every element in the domain of the relation. In other words, if an element x belongs to the domain of a relation R, then the relation will hold true for all elements in the range of R as well. For example, consider the relation R defined on the set {1, 2, 3} as follows: R = {(1, 1), (2, 2), (3, 3)} This relation

reflexives

👉 Reflexiveness is a concept in mathematics and logic that refers to a property of a mathematical expression or function that allows it to be evaluated for all possible inputs. In other words, a function f(x) is said to be reflexive if for every input x, f(x) equals the output of f(f(...f(x)...)). This means that for any input x, f(f(...f(x)...)) equals the output of f(f(...f(x)...), where each time an iteration of

reflexiveness

👉 Reflexively, a word or phrase is defined as an action that has no effect on another person. In other words, it is not a direct cause or effect between two things. For example: - "The reflexive statement of this sentence is 'I am eating my lunch.'" - "The reflexive expression of the word 'the' is 'th.'" This means that the action of eating a meal has no effect on what I'm doing with it, and vice versa.

reflexively

👉 In set theory, a reflexive relation is a binary relation that is symmetric. This means that for all x and y in its domain, if x is related to y, then x must also be related to itself. In other words, it is true that "x is related to x" implies "x is related to yourself." Reflexivity is often denoted by the symbol "R".

reflexive