Definition:
A "point of accumulation" is a term used in mathematics. It refers to a specific value that a function gets closer to as you look at larger and larger numbers (or as the independent variable approaches infinity). In simpler terms, it's like a target that a function aims for, but it may never actually reach that target.
In more advanced mathematics, a point of accumulation can also refer to a point in a set where every neighborhood of that point contains at least one point from the set, indicating that there are points getting "closer" to it.
The term "point of accumulation" is mainly used in mathematics to describe a value that a function approaches as you increase the independent variable. It’s important in calculus and helps in understanding how functions behave at extreme values.