It is an example of continuous variations.
How about f(x) = floor(x)? (On, say, [0,1].) It's monotone and therefore of bounded variation, but is not Lipschitz continuous (or even continuous).
hair colour
discrete
discontinuous
Continuous Variation and Discontinuous Variation.
It is an example of continuous variations.
what are examples of bacterial variation?
A bell shaped curve of phenotypic variation is a graphical representation of the distribution of a trait within a population. It shows that most individuals in the population have an average value for the trait, with fewer individuals on the extreme ends of the spectrum.
which types of computers depend on physical continuous variation in certain physiclqualities
How about f(x) = floor(x)? (On, say, [0,1].) It's monotone and therefore of bounded variation, but is not Lipschitz continuous (or even continuous).
dis
hair colour
discrete
Variation can be categorized as either continuous or discrete. Continuous variation refers to a range of values that can take any value within a specific range, while discrete variation refers to distinct categories with no values in between.
Hair colour is continuous because there is a continual range of values when it comes to hair colour
This is a typical kind of continuous variation which is controlled by polygenes.