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A **limit point** may refer to any limit (limit of a sequence, limit of a function, limit of a filter, limit of a net). Otherwise it refers to a limit point of a set, also called *accumulation point*, of *cluster point*

- Limit point of a set − Also called a
**cluster point**or**accumulation point**of a set.

For nets and filters, "limit point" often refers to a point that it converges to.

- Limit of a filter − Not to be confused with a cluster or accumulation point of a filter
- Limit of a net − Not to be confused with a cluster or accumulation point of a net
- Limit of a sequence – Value to which tends an infinite sequence − Not to be confused with a cluster or accumulation point of a sequence

For functions, "limit point" often refers to a point that it converges to.

- Limit of a function – Point to which functions converge in topology
- Limit point of a function along a filter or Limit of a function with respect to a filter − A generalization of "limit of a function".