absolute maximum and minimum
The absolute maximum refers to the highest possible value that a function or a set of data can reach within a given interval. On the other hand, the absolute minimum is the lowest feasible value that a function or data set can attain in that interval.
Requires login.
Related Concepts (1)
Similar Concepts
- critical points
- equilibrium points
- extract max/min
- extract min/max
- extrema
- integer range
- integer range and scientific calculations
- local minimum and maximum
- magnification and minimization
- maximization of well-being
- maximum modulus principle
- parent-child relationship and finding minimum/maximum value
- peek min/max value
- profit maximization
- temperature optima